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text=(:Title Offline version of graphonline :)%0a(:Description Builds of graphonline which are able to run localy on machine :)%0a%0a!! Windows Builds%0a%0a[+++ [[https://graphonline.ru/tmp/graphonline.zip | Donwload build graphonline.zip]] +++]%0a%0a!!! How to use%0a%0aRun file: run_graphonline_offline.bat It runs webserver and opens http://localhost:8080%0a%0a!!! Problem Solving%0a%0aBuild uses Uniform Server Zero XII as web server. If you cannot run it, try to install: vc_redist_x64/86.exe [[https://www.microsoft.com/en-us/download/details.aspx?id=49984]]%0a%0aAlso you can run web-server manualy:%0a#. Run UniController.exe. Close all popups.%0a#. Press button Start Apach. Wait until indicator near of button become green.%0a#. Press button View www.%0a%0aIf you have problems, write qestions to us [[https://graphonline.ru/en/contacts]]%0a
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diff:1707846791:1707846700:minor=1,21d0%0a%3c (:Title Offline version of graphonline :)%0a%3c (:Description Builds of graphonline which are able to run localy on machine :)%0a%3c %0a%3c !! Windows Builds%0a%3c %0a%3c [+++ [[https://graphonline.ru/tmp/graphonline.zip | Donwload build graphonline.zip]] +++]%0a%3c %0a%3c !!! How to use%0a%3c %0a%3c Run file: run_graphonline_offline.bat It runs webserver and opens http://localhost:8080%0a%3c %0a%3c !!! Problem Solving%0a%3c %0a%3c Build uses Uniform Server Zero XII as web server. If you cannot run it, try to install: vc_redist_x64/86.exe [[https://www.microsoft.com/en-us/download/details.aspx?id=49984]]%0a%3c %0a%3c Also you can run web-server manualy:%0a%3c #. Run UniController.exe. Close all popups.%0a%3c #. Press button Start Apach. Wait until indicator near of button become green.%0a%3c #. Press button View www.%0a%3c %0a%3c If you have problems, write qestions to us [[https://graphonline.ru/en/contacts]]%0a
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diff:1707846700:1707846692:minor=0a1,21%0a> (:Title Offline version of graphonline :)%0a> (:Description Builds of graphonline which are able to run localy on machine :)%0a> %0a> !! Windows Builds%0a> %0a> [+++ [[https://graphonline.ru/tmp/graphonline.zip | Donwload build graphonline.zip]] +++]%0a> %0a> !!! How to use%0a> %0a> Run file: run_graphonline_offline.bat It runs webserver and opens http://localhost:8080%0a> %0a> !!! Problem Solving%0a> %0a> Build uses Uniform Server Zero XII as web server. If you cannot run it, try to install: vc_redist_x64/86.exe [[https://www.microsoft.com/en-us/download/details.aspx?id=49984]]%0a> %0a> Also you can run web-server manualy:%0a> #. Run UniController.exe. Close all popups.%0a> #. Press button Start Apach. Wait until indicator near of button become green.%0a> #. Press button View www.%0a> %0a> If you have problems, write qestions to us [[https://graphonline.ru/en/contacts]]%0a
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text=(:Title Building graph of minimal distances:)%0a(:Description Building graph of minimal distances using the Floyd–Warshall algorithm Graph Online:)%0a%0a!! Graph of minimal distances%0a%0aThe graph of minimal distances is a graph which weight of the arch between two vertexes equals the minimal distance between the vertexes of the initial graph. An adjacency matrix of the graph of the minimal distances will be the matrix of the minimal distances of the initial graph.%0a%0a!! Searching algorithm%0a%0aWe use the Floyd–Warshall algorithm to find minimal distances between all the pairs of vertexes. %0a[[https://en.wikipedia.org/wiki/Floyd–Warshall_algorithm]]. %0a%0a!! How to use Floyd–Warshall algorithm%0a%0a* Choose “Algorithms” in the menu bar and then “The Floyd–Warshall algorithm”.%0a%0ahttp://graphonline.ru/wiki/uploads/Справка/minDistGraph.gif%0a%0a* If you want to work with a distance matrix, then push “Show distance matrix” button.%0a%0a* If you wish to save the result, then put a tick near the text “Press for saving”. text=(:Title Building graph of minimal distances:)%0a(:Description Building graph of minimal distances using the Floyd–Warshall algorithm Graph Online:)%0a%0a!! Graph of minimal distances%0a%0aThe graph of minimal distances is a graph which weight of the arch between two vertexes equals the minimal distance between the vertexes of the initial graph. An adjacency matrix of the graph of the minimal distances will be the matrix of the minimal distances of the initial graph.%0a%0a!! Searching algorithm%0a%0aWe use the Floyd–Warshall algorithm to find minimal distances between all the pairs of vertexes. %0a[[https://en.wikipedia.org/wiki/Floyd–Warshall_algorithm]]. %0a%0a!! How to use Floyd–Warshall algorithm%0a%0a* Choose “Algorithms” in the menu bar and then “The Floyd–Warshall algorithm”.%0a%0ahttp://graphonline.ru/wiki/uploads/Справка/minDistGraph.gif%0a%0a* If you want to work with a distance matrix, then push “Show distance matrix” button.%0a%0a* If you wish to save the result, then put a tick near the text “Press for saving”.
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diff:1707847191:1707847176:minor=1,21d0%0a%3c (:Title Building graph of minimal distances:)%0a%3c (:Description Building graph of minimal distances using the Floyd–Warshall algorithm Graph Online:)%0a%3c %0a%3c !! Graph of minimal distances%0a%3c %0a%3c The graph of minimal distances is a graph which weight of the arch between two vertexes equals the minimal distance between the vertexes of the initial graph. An adjacency matrix of the graph of the minimal distances will be the matrix of the minimal distances of the initial graph.%0a%3c %0a%3c !! Searching algorithm%0a%3c %0a%3c We use the Floyd–Warshall algorithm to find minimal distances between all the pairs of vertexes. %0a%3c [[https://en.wikipedia.org/wiki/Floyd–Warshall_algorithm]]. %0a%3c %0a%3c !! How to use Floyd–Warshall algorithm%0a%3c %0a%3c * Choose “Algorithms” in the menu bar and then “The Floyd–Warshall algorithm”.%0a%3c %0a%3c http://graphonline.ru/wiki/uploads/Справка/minDistGraph.gif%0a%3c %0a%3c * If you want to work with a distance matrix, then push “Show distance matrix” button.%0a%3c %0a%3c * If you wish to save the result, then put a tick near the text “Press for saving”.%0a\ No newline at end of file%0a
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text=(:Title Calculate vertexes degree:)%0a(:Description Calculate vertexes degree with Graph Online:)%0a%0a!!! Vertexes degree%0a%0aVertexes degree for undirected graph is the number of arches entering or coming from the vertex.%0a%0aFor directed graph Graph Online will calculate the number of arches coming from the vertex.%0a%0aIn order to use the algorithm choose “Algorithms” in the menu bar and then “Calculate vertexes degree”%0a%0ahttp://graphonline.ru/wiki/uploads/Справка/vertex_degree.gif%0a%0aVertexes degree will appear above every vertex. The vertexes of the same degree will be of the same colour. text=(:Title Calculate vertexes degree:)%0a(:Description Calculate vertexes degree with Graph Online:)%0a%0a!!! Vertexes degree%0a%0aVertexes degree for undirected graph is the number of arches entering or coming from the vertex.%0a%0aFor directed graph Graph Online will calculate the number of arches coming from the vertex.%0a%0aIn order to use the algorithm choose “Algorithms” in the menu bar and then “Calculate vertexes degree”%0a%0ahttp://graphonline.ru/wiki/uploads/Справка/vertex_degree.gif%0a%0aVertexes degree will appear above every vertex. The vertexes of the same degree will be of the same colour.
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title=Calculate vertexes degree title=Calculate vertexes degree
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diff:1707847276:1707847247:minor=0a1,14%0a> (:Title Calculate vertexes degree:)%0a> (:Description Calculate vertexes degree with Graph Online:)%0a> %0a> !!! Vertexes degree%0a> %0a> Vertexes degree for undirected graph is the number of arches entering or coming from the vertex.%0a> %0a> For directed graph Graph Online will calculate the number of arches coming from the vertex.%0a> %0a> In order to use the algorithm choose “Algorithms” in the menu bar and then “Calculate vertexes degree”%0a> %0a> http://graphonline.ru/wiki/uploads/Справка/vertex_degree.gif%0a> %0a> Vertexes degree will appear above every vertex. The vertexes of the same degree will be of the same colour.%0a\ No newline at end of file%0a
host:1707847276=188.255.35.115
author:1707847247=ZAP
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text=(:Title Search of Eulerian cycle :)%0a(:Description How you can find Eulerian cycle using graphonline service :)%0a%0a!! Eulerian cycle%0a%0aEulerian cycle, or circuit is a closed path which visits every edge of a graph just once. %0a %0a!! Search algorithm%0a%0aGraphonline.ru uses search algorithm based on cycles. %0a%0a''Let’s consider the general case, the case of oriented multigraph, possibly with self-loops. Moreover, we assume that there is a eulerian path in the graph and it consists of one vertex at least. In order to find the eulerian trail we will take into account that a eulerian path is the aggregation of all simple cycles of the graph. Consequently, our task is to find all the cycles effectively and combine them into one, effectively as well. ''%0a%0aBesides, before searching for a cycle, the service checks whether a cycle exists or not. In this regard there is a search of vertices degree. %0a%0aYou may find more detailed information about the algorithm in Wikipedia. %0a%0aThe implementation of the algorithm in C++ may be found in our repository on GitHub: [[https://github.com/UnickSoft/GraphOffline/blob/master/algorithm/EulerianLoop.cpp | The implementation of Eulerian trail search in Graphoffline]].%0a%0a!! How to use %0a%0a# Create a graph.%0a# Select “Find Eulerian cycle” in the menu bar. %0a%0ahttp://graphonline.ru/en/wiki/uploads/Help/graphonline_ru_en_eulerian_cycle.gif%0a%0a text=
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text=(:Title Graph Online wiki help:)%0a(:Description Wiki help for Graph Online project.:)%0a%0a!!! Hot to create and edit graph%0a%0a# [[Help/Add vertex]].%0a# [[Help/Add directed line]].%0a# [[Help/Adjacency matrix]].%0a# [[Help/Incidence matrix]].%0a# [[Help/Drag and drop]].%0a# [[Help/Save graph]].%0a%0a!!! Algorithms%0a# [[Help/Find the shortest path]].%0a# [[Help/Find connected component]].%0a# [[Help/Find Eulerian Cycle]].%0a# [[Help/Find Minimum Spanning Tree]].%0a# [[Help/Building graph of minimal distances]].%0a# [[Help/Organize the graph]].%0a# [[Help/Visualization based on weights]].%0a# [[Help/Calculate vertexes degree]].%0a# [[Help/Searching for graph’s radius and diameter | +]].%0a%0a!!! Development own algorithm%0a%0a# [[Development/Documentation]].%0a%0aNow we have wiki help. We will be grateful to those who will take part in adding articles to help menu. You are welcome to write one of the following articles:%0a text=(:Title Graph Online wiki help:)%0a(:Description Wiki help for Graph Online project.:)%0a%0a!!! Hot to create and edit graph%0a%0a# [[Help/Add vertex]].%0a# [[Help/Add directed line]].%0a# [[Help/Adjacency matrix]].%0a# [[Help/Incidence matrix]].%0a# [[Help/Drag and drop]].%0a# [[Help/Save graph]].%0a%0a!!! Articles%0a# [[Aricles/Offline version]]%0a%0a!!! Algorithms%0a# [[Help/Find the shortest path]].%0a# [[Help/Find connected component]].%0a# [[Help/Find Eulerian Cycle]].%0a# [[Help/Find Minimum Spanning Tree]].%0a# [[Help/Building graph of minimal distances]].%0a# [[Help/Organize the graph]].%0a# [[Help/Visualization based on weights]].%0a# [[Help/Calculate vertexes degree]].%0a# [[Help/Searching for graph’s radius and diameter | +]].%0a%0a!!! Development own algorithm%0a%0a# [[Development/Documentation]].%0a%0aNow we have wiki help. We will be grateful to those who will take part in adding articles to help menu. You are welcome to write one of the following articles:%0a
time=1522849940 time=1635791662
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text=* [[Help/SearchingForGraph’sRadiusAndDiameter]] . . . April 04, 2018, at 04:57 PM by ?: [==]%0a* [[Help/Help]] . . . April 04, 2018, at 04:52 PM by ?: [==]%0a* [[Help/CalculateVertexesDegree]] . . . April 04, 2018, at 04:50 PM by ?: [==]%0a* [[Help/VisualizationBasedOnWeights]] . . . April 04, 2018, at 04:43 PM by ?: [==]%0a* [[Help/OrganizeTheGraph]] . . . April 04, 2018, at 03:32 PM by ?: [==]%0a* [[Help/BuildingGraphOfMinimalDistances]] . . . April 04, 2018, at 03:18 PM by ?: [==]%0a* [[Help/FindMinimumSpanningTree]] . . . March 21, 2018, at 11:47 PM by ?: [==]%0a* [[Help/FindConnectedComponent]] . . . May 20, 2017, at 12:42 AM by ?: [==]%0a* [[Help/FindTheShortestPath]] . . . May 20, 2017, at 12:41 AM by ?: [==]%0a* [[Help/FindEulerianCycle]] . . . November 05, 2016, at 02:31 PM by ?: [==]%0a* [[Help/SaveGraph]] . . . August 19, 2016, at 11:12 PM by ?: [==]%0a* [[Help/DragAndDrop]] . . . August 17, 2016, at 07:19 PM by ?: [==]%0a* [[Help/IncidenceMatrix]] . . . August 16, 2016, at 04:04 PM by ?: [==]%0a* [[Help/AdjacencyMatrix]] . . . August 13, 2016, at 07:08 PM by ?: [==]%0a* [[Help/AddDirectedLine]] . . . August 12, 2016, at 10:06 PM by ?: [==]%0a* [[Help/AddVertex]] . . . August 11, 2016, at 09:49 PM by ?: [==]%0a text=* [[Help/VisualizationBasedOnWeights]] . . . February 13, 2024, at 09:21 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/SearchingForGraph’sRadiusAndDiameter]] . . . February 13, 2024, at 09:19 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/OrganizeTheGraph]] . . . February 13, 2024, at 09:12 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/Inzidenzmatrix]] . . . February 13, 2024, at 09:12 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/FindMinimumSpanningTree]] . . . February 13, 2024, at 09:07 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/FindEulerianCycle]] . . . February 13, 2024, at 09:06 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/FindEulerianTrail]] . . . February 13, 2024, at 09:06 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/CalculateVertexesDegree]] . . . February 13, 2024, at 09:04 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/EdgeList]] . . . February 13, 2024, at 09:04 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/BuildingGraphOfMinimalDistances]] . . . February 13, 2024, at 09:03 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/AddEdges]] . . . February 13, 2024, at 09:03 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/AddDirectedLines]] . . . February 13, 2024, at 09:03 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/AddVertices]] . . . February 13, 2024, at 09:02 PM by [[~ZAP]]: [=ZAP=]%0a* [[Help/Help]] . . . November 01, 2021, at 09:34 PM by ?: [==]%0a* [[Help/DragAndDrop]] . . . August 17, 2020, at 08:36 PM by ?: [==]%0a* [[Help/FindConnectedComponent]] . . . May 20, 2017, at 12:42 AM by ?: [==]%0a* [[Help/FindTheShortestPath]] . . . May 20, 2017, at 12:41 AM by ?: [==]%0a* [[Help/SaveGraph]] . . . August 19, 2016, at 11:12 PM by ?: [==]%0a* [[Help/IncidenceMatrix]] . . . August 16, 2016, at 04:04 PM by ?: [==]%0a* [[Help/AdjacencyMatrix]] . . . August 13, 2016, at 07:08 PM by ?: [==]%0a* [[Help/AddDirectedLine]] . . . August 12, 2016, at 10:06 PM by ?: [==]%0a* [[Help/AddVertex]] . . . August 11, 2016, at 09:49 PM by ?: [==]%0a
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text=(:Title Searching for graph’s radius and diameter:)%0a(:Description Searching for graph’s radius and diameter and central and peripheral vertexes:)%0a%0a!! Specifications%0a%0a'''The eccentricity of a graph vertex''' is the maximum distance till the distant vertex.%0a%0a'''The radius of a graph''' is the minimum eccentricity among all the vertexes of a graph.%0a%0a'''The diameter of a graph''' is the longest distance among all the pairs of the graph’s vertexes.%0a%0a'''The central vertex of a graph''' is the vertex which eccentricity equals the graph’s radius.%0a%0a'''The peripheral vertex of a graph''' is the vertex which eccentricity equals the graph’s diameter. %0a%0a!! Searching for radius and diameter%0a%0aGraph Online allows users to find radius and diameter. Moreover, it will point out the central and peripheral vertexes. In order to do it choose “Algorithms” and then “Search graph radius and diameter”.%0a%0ahttp://graphonline.ru/wiki/uploads/Справка/radiusAndDiameter.gif%0a%0aImplementation of the algorithm for JavaScript could be found at http://graphonline.ru/script/plugins/RadiusAndDiameter.js%0a%0a text=(:Title Searching for graph’s radius and diameter:)%0a(:Description Searching for graph’s radius and diameter and central and peripheral vertexes:)%0a%0a!! Specifications%0a%0a'''The eccentricity of a graph vertex''' is the maximum distance till the distant vertex.%0a%0a'''The radius of a graph''' is the minimum eccentricity among all the vertexes of a graph.%0a%0a'''The diameter of a graph''' is the longest distance among all the pairs of the graph’s vertexes.%0a%0a'''The central vertex of a graph''' is the vertex which eccentricity equals the graph’s radius.%0a%0a'''The peripheral vertex of a graph''' is the vertex which eccentricity equals the graph’s diameter. %0a%0a!! Searching for radius and diameter%0a%0aGraph Online allows users to find radius and diameter. Moreover, it will point out the central and peripheral vertexes. In order to do it choose “Algorithms” and then “Search graph radius and diameter”.%0a%0ahttp://graphonline.ru/wiki/uploads/Справка/radiusAndDiameter.gif%0a%0aImplementation of the algorithm for JavaScript could be found at http://graphonline.ru/script/plugins/RadiusAndDiameter.js%0a%0a
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diff:1707847730:1707847716:minor=0a1,23%0a> (:Title Searching for graph’s radius and diameter:)%0a> (:Description Searching for graph’s radius and diameter and central and peripheral vertexes:)%0a> %0a> !! Specifications%0a> %0a> '''The eccentricity of a graph vertex''' is the maximum distance till the distant vertex.%0a> %0a> '''The radius of a graph''' is the minimum eccentricity among all the vertexes of a graph.%0a> %0a> '''The diameter of a graph''' is the longest distance among all the pairs of the graph’s vertexes.%0a> %0a> '''The central vertex of a graph''' is the vertex which eccentricity equals the graph’s radius.%0a> %0a> '''The peripheral vertex of a graph''' is the vertex which eccentricity equals the graph’s diameter. %0a> %0a> !! Searching for radius and diameter%0a> %0a> Graph Online allows users to find radius and diameter. Moreover, it will point out the central and peripheral vertexes. In order to do it choose “Algorithms” and then “Search graph radius and diameter”.%0a> %0a> http://graphonline.ru/wiki/uploads/Справка/radiusAndDiameter.gif%0a> %0a> Implementation of the algorithm for JavaScript could be found at http://graphonline.ru/script/plugins/RadiusAndDiameter.js%0a> %0a
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diff:1485188756:1485016499:=1c1%0a%3c I'd %3ca href="http://asbbfunk.com">veturne%3c/a> that this article has saved me more time than any other.%0a\ No newline at end of file%0a---%0a> I was %3ca href="http://qowgjqbhb.com">selsruioy%3c/a> at DefCon 5 until I saw this post.%0a\ No newline at end of file%0a diff:1707848700:1707848659:minor=
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csum:1707849304=c:/Windows/system.ini
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diff:1707849060:1707849009:minor=
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diff:1707835093:1707826394:minor=
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diff:1707826394:1678283083:minor=
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version=pmwiki-2.2.75 ordered=1 urlencoded=1 version=pmwiki-2.2.75 ordered=1 urlencoded=1
agent=Mozilla/5.0 (Macintosh; Intel Mac OS X 10_11_6) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/55.0.2883.87 Safari/537.36 OPR/42.0.2393.517 agent=Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/94.0.4606.81 Safari/537.36 OPR/80.0.4170.63
author= author=
charset=UTF-8 charset=UTF-8
ctime=1470345655 ctime=1470345655
host=37.146.179.134 host=78.155.188.162
name=SiteAdmin.ApprovedUrls name=SiteAdmin.ApprovedUrls
rev=5 rev=6
text=%0a http://graphonline.ru%0a http://images.unick-soft.ru%0a https://github.com%0a https://ru.wikipedia.org%0a https://en.wikipedia.org%0a text=%0a http://graphonline.ru%0a http://images.unick-soft.ru%0a https://github.com%0a https://ru.wikipedia.org%0a https://en.wikipedia.org%0a https://graphonline.ru%0a http://localhost:8080%0a https://www.microsoft.com%0a
time=1485630966 time=1635792007
author:1635792007=
diff:1635792007:1485630966:=7,9d6%0a%3c https://graphonline.ru%0a%3c http://localhost:8080%0a%3c https://www.microsoft.com%0a
host:1635792007=78.155.188.162
author:1485630966= author:1485630966=
diff:1485630966:1485630926:=6d5%0a%3c https://en.wikipedia.org%0a diff:1485630966:1485630926:=6d5%0a%3c https://en.wikipedia.org%0a
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charset=UTF-8
ctime=1707846593
host=188.255.35.115
name=Thishouldnotexistandhopefullyitwillnot.RecentChanges
rev=1
text=* [[Thishouldnotexistandhopefullyitwillnot/Thishouldnotexistandhopefullyitwillnot]] . . . February 13, 2024, at 08:49 PM by [[~ZAP]]: [=ZAP=]%0a
time=1707846593

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author=ZAP
charset=UTF-8
csum=ZAP
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name=Thishouldnotexistandhopefullyitwillnot.Thishouldnotexistandhopefullyitwillnot
rev=1
targets=
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version=pmwiki-2.2.75 ordered=1 urlencoded=1 version=pmwiki-2.2.75 ordered=1 urlencoded=1
agent=Mozilla/5.0 (Macintosh; Intel Mac OS X 10_12_6) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/64.0.3282.186 Safari/537.36 OPR/51.0.2830.62 agent=Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/94.0.4606.81 Safari/537.36 OPR/80.0.4170.63
author= author=
charset=UTF-8 charset=UTF-8
ctime=1430481717 ctime=1430481717
host=37.146.182.20 host=78.155.188.162
name=SiteAdmin.ApprovedUrls name=SiteAdmin.ApprovedUrls
rev=8 rev=10
text=%0a http://www.pmwiki.org%0a http://graphonline.ru%0a http://images.unick-soft.ru%0a https://ru.wikipedia.org%0a https://github.com%0a https://www.youtube.com%0a http://admin@graphonline.ru%0a text=%0a http://www.pmwiki.org%0a http://graphonline.ru%0a http://images.unick-soft.ru%0a https://ru.wikipedia.org%0a https://github.com%0a https://www.youtube.com%0a http://admin@graphonline.ru%0a https://graphonline.ru%0a http://localhost:8080%0a https://www.microsoft.com%0a
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author:1635791461=
diff:1635791461:1622403635:=10,11d9%0a%3c http://localhost:8080%0a%3c https://www.microsoft.com%0a
host:1635791461=78.155.188.162
author:1622403635=
diff:1622403635:1521487169:=9d8%0a%3c https://graphonline.ru%0a
host:1622403635=78.155.187.110
author:1521487169= author:1521487169=
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version=pmwiki-2.2.75 ordered=1 urlencoded=1
agent=Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_2) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/81.0.4044.138 Safari/537.36 OPR/68.0.3618.125
author=
charset=UTF-8
csum=
host=83.219.147.237
name=SiteAdmin.AuthUser
rev=6
targets=PmWiki.AuthUser,PmWiki.LocalCustomizations,PmWiki.Passwords
text=(:Summary: Configuration of identity based authorisations:)(:nolinkwikiwords:)%0aThis is the default configuration page for PmWiki's identity-based authorizations (aka "authuser.php"). See [[PmWiki.AuthUser]] for instructions.%0a%0a(:if enabled EnableAuthUser:)%0aThis site appears to have the [[PmWiki/AuthUser]] extensions enabled.%0a(:if !enabled EnableAuthUser:)%0aAt present this site doesn't appear to have the [[PmWiki/AuthUser]] extensions enabled. To enable them, add the line [@include_once("$FarmD/scripts/authuser.php");@] to your ''local/config.php'' file. (See [[PmWiki.LocalCustomizations]].)%0a(:ifend:)%0a%0a!! Login accounts%0a%0aSpecify login accounts in the form "@@[=username: (:=]encrypt ''password'':)@@" at the beginning of a line:%0abob: $2y$10$/79ySUcEOIUHu25YJwRUBOThcjQKgGo9aH168mJifykuY0BBTWHae%0a%0a-> # Examples:%0a-> alice: [=(:=]encrypt wonderland:)%0a-> bob: [=(:=]encrypt builder:)%0a%0aNote that the passwords will be encrypted when the page is saved, so that the result will look something like:%0a%0a-> alice: $1$0gcdAN1a$HTdEAXyYYo8Hc9/Xv30Yz1%0a-> bob: $1$wSP2R80i$sJ593ERCmTtjm3Fk26HCV1%0a%0aTo authorize specific login accounts for pages and groups, use "[@id:username@]" as a password in [@?action=attr@] or $DefaultPasswords (see [[PmWiki.Passwords]]). Use "[@id:*@]" to mean "any logged-in user".%0a%0a!! Authorization groups%0a%0aAuthorization groups are specified with a leading "@" sign. Define either the login accounts belonging to a group or the groups for a login account:%0a%0a-> @writers: alice, bob %0a-> carol: @editors, @writers%0a-> @admins: alice, dave%0a%0aThen use "[@@group@]" as a password in [@?action=attr@] or $DefaultPasswords.%0a%0a!! Login accounts from external sources%0a%0aObtaining login accounts from external sources (to enable a source, place it at the beginning of a line):%0a%0a-> htpasswd: /filesystem/path/to/.htpasswd%0a-> ldap: ldap://ldap.example.com/ou=People,o=example?uid?sub%0a%0a%0a
time=1592134080
author:1592134080=
diff:1592134080:1000000000:=13d12%0a%3c bob: $2y$10$/79ySUcEOIUHu25YJwRUBOThcjQKgGo9aH168mJifykuY0BBTWHae%0a
host:1592134080=83.219.147.237

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agent=Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_2) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/81.0.4044.138 Safari/537.36 OPR/68.0.3618.125
charset=UTF-8
ctime=1592134080
host=83.219.147.237
name=SiteAdmin.RecentChanges
rev=1
text=* [[SiteAdmin/AuthUser]] . . . June 14, 2020, at 02:28 PM by ?: [==]%0a
time=1592134080

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version=pmwiki-2.2.75 ordered=1 urlencoded=1 version=pmwiki-2.2.75 ordered=1 urlencoded=1
agent=Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_2) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/81.0.4044.138 Safari/537.36 OPR/68.0.3618.125 agent=Mozilla/5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/94.0.4606.81 Safari/537.36 OPR/80.0.4170.63
charset=UTF-8 charset=UTF-8
ctime=1430541344 ctime=1430541344
host=83.219.147.237 host=78.155.188.162
name=Справка.RecentChanges name=Справка.RecentChanges
rev=174 rev=197
text=* [[Справка/ПоискГамильтоноваЦиклаИПути]] . . . June 14, 2020, at 02:33 PM by ?: [==]%0a* [[Справка/Справка]] . . . October 05, 2019, at 10:06 PM by ?: [==]%0a* [[Справка/ПоискРадиусаИДиаметраГрафа]] . . . April 04, 2018, at 04:53 PM by ?: [==]%0a* [[Справка/ГорячиеКлавиши]] . . . March 22, 2018, at 10:32 PM by ?: [==]%0a* [[Справка/РасчетСтепениВершин]] . . . January 24, 2018, at 07:45 PM by ?: [==]%0a* [[Справка/ВизуализацияНаОсновеВесов]] . . . January 24, 2018, at 07:42 PM by ?: [==]%0a* [[Справка/УпорядочитьГраф]] . . . January 24, 2018, at 07:40 PM by ?: [==]%0a* [[Справка/АлгоритмФлойда—Уоршелла]] . . . January 24, 2018, at 07:37 PM by ?: [==]%0a* [[Справка/ПоискКратчайшегоПути]] . . . January 10, 2018, at 11:17 PM by ?: [==]%0a* [[Справка/ПоискМинимальногоОставногоДерева]] . . . January 10, 2018, at 11:12 PM by ?: [==]%0a* [[Справка/ПоискЭйлеровогоЦикла]] . . . January 08, 2018, at 10:00 PM by ?: [==]%0a* [[Справка/ДобавлениеВершины]] . . . June 29, 2017, at 12:43 AM by ?: [==]%0a* [[Справка/СохранениеГрафа]] . . . June 24, 2017, at 12:16 PM by ?: [==]%0a* [[Справка/ПеремещениеВершин]] . . . June 24, 2017, at 12:12 PM by ?: [==]%0a* [[Справка/ДобавлениеДуги]] . . . June 24, 2017, at 12:07 PM by ?: [==]%0a* [[Справка/МатрицаСмежности]] . . . March 01, 2017, at 11:45 PM by ?: [==]%0a* [[Справка/ПоискКомпонентовСвязанности]] . . . August 23, 2016, at 09:45 AM by ?: [==]%0a* [[Справка/ПоискКомпонентовСвязности]] . . . August 18, 2016, at 08:50 PM by ?: [==]%0a* [[Справка/МатрицаИнцидентности]] . . . August 06, 2016, at 10:38 PM by ?: [==]%0a* [[Справка/Главная]] . . . April 17, 2016, at 01:15 PM by ?: [==]%0a* [[Справка/ПеремещениеВершинИДуг]] . . . April 17, 2016, at 01:14 PM by ?: [==]%0a text=* [[Справка/Справка]] . . . November 01, 2021, at 09:21 PM by ?: [==]%0a* [[Справка/ПроверкаИзоморфностиГрафов]] . . . June 08, 2021, at 09:28 PM by ?: [==]%0a* [[Справка/ПоискВГлубину]] . . . June 05, 2021, at 12:12 PM by ?: [==]%0a* [[Справка/ПоискВШирину]] . . . June 02, 2021, at 10:34 PM by ?: [==]%0a* [[Справка/РаскраскаГрафа]] . . . June 01, 2021, at 11:00 PM by ?: [==]%0a* [[Справка/ПоискГамильтоноваЦиклаИПути]] . . . May 31, 2021, at 09:33 PM by ?: [==]%0a* [[Справка/МаксимальныйПоток]] . . . May 30, 2021, at 10:40 PM by ?: [==]%0a* [[Справка/Мультиграф]] . . . May 30, 2021, at 08:46 PM by ?: [==]%0a* [[Справка/ПеремещениеВершин]] . . . August 17, 2020, at 08:30 PM by ?: [==]%0a* [[Справка/ПоискРадиусаИДиаметраГрафа]] . . . April 04, 2018, at 04:53 PM by ?: [==]%0a* [[Справка/ГорячиеКлавиши]] . . . March 22, 2018, at 10:32 PM by ?: [==]%0a* [[Справка/РасчетСтепениВершин]] . . . January 24, 2018, at 07:45 PM by ?: [==]%0a* [[Справка/ВизуализацияНаОсновеВесов]] . . . January 24, 2018, at 07:42 PM by ?: [==]%0a* [[Справка/УпорядочитьГраф]] . . . January 24, 2018, at 07:40 PM by ?: [==]%0a* [[Справка/АлгоритмФлойда—Уоршелла]] . . . January 24, 2018, at 07:37 PM by ?: [==]%0a* [[Справка/ПоискКратчайшегоПути]] . . . January 10, 2018, at 11:17 PM by ?: [==]%0a* [[Справка/ПоискМинимальногоОставногоДерева]] . . . January 10, 2018, at 11:12 PM by ?: [==]%0a* [[Справка/ПоискЭйлеровогоЦикла]] . . . January 08, 2018, at 10:00 PM by ?: [==]%0a* [[Справка/ДобавлениеВершины]] . . . June 29, 2017, at 12:43 AM by ?: [==]%0a* [[Справка/СохранениеГрафа]] . . . June 24, 2017, at 12:16 PM by ?: [==]%0a* [[Справка/ДобавлениеДуги]] . . . June 24, 2017, at 12:07 PM by ?: [==]%0a* [[Справка/МатрицаСмежности]] . . . March 01, 2017, at 11:45 PM by ?: [==]%0a* [[Справка/ПоискКомпонентовСвязанности]] . . . August 23, 2016, at 09:45 AM by ?: [==]%0a* [[Справка/ПоискКомпонентовСвязности]] . . . August 18, 2016, at 08:50 PM by ?: [==]%0a* [[Справка/МатрицаИнцидентности]] . . . August 06, 2016, at 10:38 PM by ?: [==]%0a* [[Справка/Главная]] . . . April 17, 2016, at 01:15 PM by ?: [==]%0a* [[Справка/ПеремещениеВершинИДуг]] . . . April 17, 2016, at 01:14 PM by ?: [==]%0a
time=1592134427 time=1635790869

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csum=
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text=(:Title Поиск Максимального Потока:)%0a(:Description Как найти максимальный поток с помощью Граф Онлайн:)%0a%0a!! Определение%0a%0aМаксимальным поток является поток по транспортной сети, сумма потоков из истока или в сток максимальная.%0a%0a!! Как использовать%0a%0a# Выбрать Алгоритмы → Поиск максимального потока .%0a# Выбрать вершину истока.%0a# Выбрать вершину стока.%0a%0ahttps://graphonline.ru/wiki/uploads/Справка/max_stream.gif%0a%0aНад каждой дугой отобразится '''реальный поток через дугу / вес дуги'''. Алгоритм рассчитывает один из возможных максимальных потоков, так как таких потоков может быть несколько.%0a%0a!! Алгоритм%0a%0aДля расчёта Максимального потока мы используем алгоритм [[https://ru.wikipedia.org/wiki/Алгоритм_проталкивания_предпотока | Алгоритм проталкивания предпотока]].%0a%0a
time=1622403656
title=Поиск Максимального Потока
author:1622403656=
diff:1622403656:1622403631:=20,21c20%0a%3c Для расчёта Максимального потока мы используем алгоритм [[https://ru.wikipedia.org/wiki/Алгоритм_проталкивания_предпотока | Алгоритм проталкивания предпотока]].%0a%3c %0a---%0a> Для расчёта Максимального потока мы используем алгоритм [[https://ru.wikipedia.org/wiki/Алгоритм_проталкивания_предпотока | Алгоритм проталкивания предпотока]].%0a\ No newline at end of file%0a
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diff:1622403631:1622397744:=14,20d13%0a%3c https://graphonline.ru/wiki/uploads/Справка/max_stream.gif%0a%3c %0a%3c Над каждой дугой отобразится '''реальный поток через дугу / вес дуги'''. Алгоритм рассчитывает один из возможных максимальных потоков, так как таких потоков может быть несколько.%0a%3c %0a%3c !! Алгоритм%0a%3c %0a%3c Для расчёта Максимального потока мы используем алгоритм [[https://ru.wikipedia.org/wiki/Алгоритм_проталкивания_предпотока | Алгоритм проталкивания предпотока]].%0a\ No newline at end of file%0a
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diff:1622397744:1622397744:=1,13d0%0a%3c (:Title Поиск Максимального Потока:)%0a%3c (:Description Как найти максимальный поток с помощью Граф Онлайн:)%0a%3c %0a%3c !! Определение%0a%3c %0a%3c Максимальным поток является поток по транспортной сети, сумма потоков из истока или в сток максимальная.%0a%3c %0a%3c !! Как использовать%0a%3c %0a%3c # Выбрать Алгоритмы → Поиск максимального потока .%0a%3c # Выбрать вершину истока.%0a%3c # Выбрать вершину стока.%0a%3c %0a
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wiki/wiki.d/Справка.Мультиграф Executable file
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title=Мультиграф
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diff:1622396768:1622396629:=6,13c6,11%0a%3c Мультиграфом называется граф, в котором присутствуют кратных рёбер, то есть рёбер, имеющих те же самые конечные вершины. Другими словами из вершины А идёт более одного ребра в Б.%0a%3c %0a%3c Сервис Граф Онлайн считает мультиграфом также графы с петлями, то есть ребрами у которых начальная и конечная вершины одинаковые .%0a%3c %0a%3c http://graphonline.ru/wiki/uploads/Справка/multigraph_sample.png%0a%3c %0a%3c !! Создание мультиграфа%0a%3c %0a---%0a> Мультиграфом называется граф, в котором присутствуют присутствие кратных рёбер, то есть рёбер, имеющих те же самые конечные вершины. Другими словами из вершины А идёт более одного ребра в Б.%0a> %0a> Сервис Граф Онлайн считает мультиграфом также графы с петлями, то есть ребрами у которых начальная и конечная вершина одна и та же.%0a> %0a> !! Создание мультиграф%0a> %0a20,21c18,19%0a%3c !! Особенность мультиграфов%0a%3c %0a---%0a> !! Создание особенность мультиграфов%0a> %0a26c24%0a%3c Матрица смежности для мультиграфа заполнится весом минимальных дуг для кратных дуг.%0a\ No newline at end of file%0a---%0a> Матрица смежности для мультиграфа заполнится весом минимальных дуг для параллельных дуг.%0a\ No newline at end of file%0a
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diff:1622396629:1622396318:=22,24c22%0a%3c http://graphonline.ru/wiki/uploads/Справка/multigraph_feature.png%0a%3c %0a%3c Матрица смежности для мультиграфа заполнится весом минимальных дуг для параллельных дуг.%0a\ No newline at end of file%0a---%0a> %0a
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diff:1622396318:1622395990:=15,21d14%0a%3c %0a%3c Также мультиграф может быть создан используя матрицу инцидентности.%0a%3c %0a%3c !! Создание особенность мультиграфов%0a%3c %0a%3c Не все алгоритмы поддерживают работу с мультиграфами. Об этом вы увидите предупреждение в правом верхнем углу.%0a%3c %0a
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diff:1622395846:1622395718:=12,14c12%0a%3c При добавлении дуги, вы можете вместо замены дуги добавить параллельную выбрав пункт "Добавить".%0a%3c %0a%3c %25height=450px%25http://graphonline.ru/wiki/uploads/Справка/multigraph_add_edge%0a---%0a> При добавлении дуги, вы можете вместо замены дуги добавить параллельную выбрав пункт "Добавить".%0a\ No newline at end of file%0a
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diff:1622395718:1622395718:=1,12d0%0a%3c (:Title Мультиграф :)%0a%3c (:Description Нарисовать мультиграф используя в Граф Онлайн:)%0a%3c %0a%3c !! Что такое мультиграф?%0a%3c %0a%3c Мультиграфом называется граф, в котором присутствуют присутствие кратных рёбер, то есть рёбер, имеющих те же самые конечные вершины. Другими словами из вершины А идёт более одного ребра в Б.%0a%3c %0a%3c Сервис Граф Онлайн считает мультиграфом также графы с петлями, то есть ребрами у которых начальная и конечная вершина одна и та же.%0a%3c %0a%3c !! Создание мультиграф%0a%3c %0a%3c При добавлении дуги, вы можете вместо замены дуги добавить параллельную выбрав пункт "Добавить".%0a\ No newline at end of file%0a
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13
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text=(:Title Перемещение вершин:)%0a(:Description Как перемещать вершины Граф Онлайн:)%0a%0aДля перемещения вам необходимо выбрать инструмент "Перемещение" и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами.%0a%0aAttach:moveObjects.gif%0a text=(:Title Перемещение вершин:)%0a(:Description Как перемещать вершины Граф Онлайн:)%0a%0aДля перемещения вам необходимо выбрать инструмент "Перемещение" и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами. %0a%0aAttach:moveObjects.gif%0a%0aВы можете выделить несколько объектов зажав Ctrl (для Mac Cmd) и выделять объекты мышкой.
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diff:1597685430:1498295569:=4,5c4,5%0a%3c Для перемещения вам необходимо выбрать инструмент "Перемещение" и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами. %0a%3c %0a---%0a> Для перемещения вам необходимо выбрать инструмент "Перемещение" и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами.%0a> %0a7,8d6%0a%3c %0a%3c Вы можете выделить несколько объектов зажав Ctrl (для Mac Cmd) и выделять объекты мышкой.%0a\ No newline at end of file%0a
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diff:1498295569:1469300846:=4,6c4,6%0a%3c Для перемещения вам необходимо выбрать инструмент "Перемещение" и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами.%0a%3c %0a%3c Attach:moveObjects.gif%0a---%0a> Для перемещения вам необходимо выбрать инструмент "Перемещение" http://images.unick-soft.ru/photos/share/moveNode.png и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами.%0a> %0a> http://images.unick-soft.ru/photos/share/Capture03_2.gif%0a\ No newline at end of file%0a diff:1498295569:1469300846:=4,6c4,6%0a%3c Для перемещения вам необходимо выбрать инструмент "Перемещение" и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами.%0a%3c %0a%3c Attach:moveObjects.gif%0a---%0a> Для перемещения вам необходимо выбрать инструмент "Перемещение" http://images.unick-soft.ru/photos/share/moveNode.png и, выделяя вершины, перетаскивать их. Дуги будут перемещаться за вершинами.%0a> %0a> http://images.unick-soft.ru/photos/share/Capture03_2.gif%0a\ No newline at end of file%0a
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17
wiki/wiki.d/Справка.ПоискВГлубину Executable file
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diff:1622884378:1622884378:=1,14d0%0a%3c (:Title Поиск в глубину:)%0a%3c (:Description Как использовать поиск в глубину на Граф Онлайн:)%0a%3c %0a%3c !! Определение%0a%3c %0a%3c Поиск в глубину называется такой обход графа, при котором сначала происходит посещение вершин на расстоянии K + 1, перед тем как преступить к вершинам на расстоянии K от начальной.%0a%3c %0a%3c !! Как использовать%0a%3c %0a%3c # Выделите пункт меню Алгоритмы -> "Поиск в глубину"%0a%3c # Выберите начальную вершину обхода.%0a%3c %0a%3c https://graphonline.ru/wiki/uploads/Справка/dfs_serach.gif%0a%3c %0a
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17
wiki/wiki.d/Справка.ПоискВШирину Executable file
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diff:1622662468:1622662468:=1,14d0%0a%3c (:Title Поиск в ширину:)%0a%3c (:Description Как использовать поиск в ширину на Граф Онлайн:)%0a%3c %0a%3c !! Определение%0a%3c %0a%3c Поиск в ширину называется такой обход графа, при котором сначала происходит посещение вершин на расстоянии K, перед тем как преступить к вершинам на расстоянии K+1 от начальной.%0a%3c %0a%3c !! Как использовать%0a%3c %0a%3c # Выделите пункт меню Алгоритмы -> "Поиск в ширину"%0a%3c # Выберите начальную вершину обхода.%0a%3c %0a%3c https://graphonline.ru/wiki/uploads/Справка/bfs.gif%0a%3c %0a
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21
wiki/wiki.d/Справка.ПоискГамильтоноваЦиклаИПути Executable file
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title=Поиск Гамильтонов цикла и пути
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diff:1622486000:1622485982:=16c16%0a%3c Этот алгоритм также поддерживает поиск в мультеграфе.%0a---%0a> Этот алгоритм также поддерживает поиск в мультеграфе.%0a\ No newline at end of file%0a
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diff:1622485982:1592134475:=1,16d0%0a%3c (:Title Поиск Гамильтонов цикла и пути:)%0a%3c (:Description Как найти гамильтонов цикл и путь используя сервис Граф Онлайн:)%0a%3c %0a%3c !! Определение%0a%3c %0a%3c Гамильтонов цикл это цикл (замкнутый путь), который проходит через каждую вершину данного графа ровно по одному разу. Гамильтонов путь(цепь) может быть не замкнутым, то есть начинаться и оканчиваться в разных вершинах.%0a%3c %0a%3c !! Как использовать%0a%3c %0a%3c # Выделите пункт меню Алгоритмы -> "Гамильтонов цикл" или "Гамильтонову цепь".%0a%3c %0a%3c Если цикл или цепь существует, он будет выделен на графе.%0a%3c %0a%3c https://graphonline.ru/wiki/uploads/Справка/gam_path.gif%0a%3c %0a%3c Этот алгоритм также поддерживает поиск в мультеграфе.%0a\ No newline at end of file%0a
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text=(:Title Проверка изоморфности графов:)%0a(:Description Как проверить графы на изоморфность используя Граф Онлайн:)%0a%0a!! Определение%0a%0aДва графа изоморфны, если с помощью переименования вершин и ребер их можно сделать одинаковыми. У изоморфных графов одни и те же свойства, выражаемые в терминах теории графов - например, одинаковое число вершин, ребер, висячих ребер, петель, вершин определенной степени.%0a%0a!! Использование%0a%0aДля проверки двух графов на изоморфность:%0a# Необходимо создать 2 отдельных графа для проверки.%0a# Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a# Для проверки двух графов на изоморфность кликните по вершине первого графа, а потом по вершине второго графа.%0a%0ahttps://graphonline.ru/wiki/uploads/Справка/isomorph_check.gif%0a%0aДля поиска всех изоморфных подграфов в графе:%0a%0a# Необходимо создать 2 отдельных графа для проверки.%0a# Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a# Поставить галочку Поиск изоморфных подграфов.%0a# Выбрать граф, которому должны быть изоморфны подграфы.%0a# Выбрать граф, в котором необходимо искать изоморфные подграфы.%0a# В выпадающем списке вы можете выделить разные подграфы.%0a%0ahttps://graphonline.ru/wiki/uploads/Справка/isomorph_subgraph.gif%0a%0a!! Алгоритм%0a%0aДля данного алгоритма вы использовали библиотеку [[ https://github.com/chernouhov/CBioInfCpp-0- | CBioInfCpp]], которую разработал Сергей Черноухов.%0a%0a
time=1623176897
title=Проверка изоморфности графов
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diff:1623176897:1623176834:=11,14c11,14%0a%3c # Необходимо создать 2 отдельных графа для проверки.%0a%3c # Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a%3c # Для проверки двух графов на изоморфность кликните по вершине первого графа, а потом по вершине второго графа.%0a%3c %0a---%0a> 1. Необходимо создать 2 отдельных графа для проверки.%0a> 2. Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a> 3. Для проверки двух графов на изоморфность кликните по вершине первого графа, а потом по вершине второго графа.%0a> %0a18,25c18,24%0a%3c %0a%3c # Необходимо создать 2 отдельных графа для проверки.%0a%3c # Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a%3c # Поставить галочку Поиск изоморфных подграфов.%0a%3c # Выбрать граф, которому должны быть изоморфны подграфы.%0a%3c # Выбрать граф, в котором необходимо искать изоморфные подграфы.%0a%3c # В выпадающем списке вы можете выделить разные подграфы.%0a%3c %0a---%0a> 1. Необходимо создать 2 отдельных графа для проверки.%0a> 2. Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a> 3. Поставить галочку Поиск изоморфных подграфов.%0a> 4. Выбрать граф, которому должны быть изоморфны подграфы.%0a> 5. Выбрать граф, в котором необходимо искать изоморфные подграфы.%0a> 6. В выпадающем списке вы можете выделить разные подграфы.%0a> %0a30c29%0a%3c Для данного алгоритма вы использовали библиотеку [[ https://github.com/chernouhov/CBioInfCpp-0- | CBioInfCpp]], которую разработал Сергей Черноухов.%0a---%0a> Для данного алгоритма вы использовали библиотеку [[CBioInfCpp | https://github.com/chernouhov/CBioInfCpp-0-]], которую разработал Сергей Черноухов.%0a
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diff:1623176834:1623094857:=5,29d4%0a%3c %0a%3c Два графа изоморфны, если с помощью переименования вершин и ребер их можно сделать одинаковыми. У изоморфных графов одни и те же свойства, выражаемые в терминах теории графов - например, одинаковое число вершин, ребер, висячих ребер, петель, вершин определенной степени.%0a%3c %0a%3c !! Использование%0a%3c %0a%3c Для проверки двух графов на изоморфность:%0a%3c 1. Необходимо создать 2 отдельных графа для проверки.%0a%3c 2. Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a%3c 3. Для проверки двух графов на изоморфность кликните по вершине первого графа, а потом по вершине второго графа.%0a%3c %0a%3c https://graphonline.ru/wiki/uploads/Справка/isomorph_check.gif%0a%3c %0a%3c Для поиска всех изоморфных подграфов в графе:%0a%3c 1. Необходимо создать 2 отдельных графа для проверки.%0a%3c 2. Выбрать алгоритм Алгоритм → Проверка изоморфности графов.%0a%3c 3. Поставить галочку Поиск изоморфных подграфов.%0a%3c 4. Выбрать граф, которому должны быть изоморфны подграфы.%0a%3c 5. Выбрать граф, в котором необходимо искать изоморфные подграфы.%0a%3c 6. В выпадающем списке вы можете выделить разные подграфы.%0a%3c %0a%3c https://graphonline.ru/wiki/uploads/Справка/isomorph_subgraph.gif%0a%3c %0a%3c !! Алгоритм%0a%3c %0a%3c Для данного алгоритма вы использовали библиотеку [[CBioInfCpp | https://github.com/chernouhov/CBioInfCpp-0-]], которую разработал Сергей Черноухов.%0a
host:1623176834=78.155.182.22
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diff:1622577640:1622577631:=16c16%0a%3c Для раскраски графов сервис использует [[https://ru.wikipedia.org/wiki/Жадная_раскраска | Жадный алгоритм]]. По этой причине для некоторых случаев алгоритм может находить близкое к минимального количеству цветов, но не самое минимальное.%0a---%0a> Для раскраски графов сервис использует [[https://ru.wikipedia.org/wiki/Жадная_раскраска | Жадный алгоритм]]. По этой причине для некоторых случаев алгоритм может находить близкое к минимального количеству цветов, но не самое минимальное.%0a\ No newline at end of file%0a
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diff:1622577631:1622577631:=1,16d0%0a%3c (:Title Раскраска графа:)%0a%3c (:Description Как раскрасить граф используя сервис Граф Онлайн:)%0a%3c %0a%3c !! Определение%0a%3c %0a%3c Раскраска графа это такая разметка графа, при которой любым двум смежным вершинам соответствуют разные цвета. Так как раскрасок графа может быть множество, то чаще всего интересует раскраска графа минимальным количеством цветов.%0a%3c %0a%3c !! Как использовать%0a%3c %0a%3c # Выделите пункт меню Алгоритмы -> "Раскраска графа"%0a%3c %0a%3c https://graphonline.ru/wiki/uploads/Справка/graph_colors.gif%0a%3c %0a%3c !! Алгоритм%0a%3c %0a%3c Для раскраски графов сервис использует [[https://ru.wikipedia.org/wiki/Жадная_раскраска | Жадный алгоритм]]. По этой причине для некоторых случаев алгоритм может находить близкое к минимального количеству цветов, но не самое минимальное.%0a\ No newline at end of file%0a
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text=(:Title:Граф Онлайн вики справка:)%0a(:Summary:Вики справка проекта Граф Онлайн, список разделов, список алгоритмов.:)%0a%0a!! Создание и редактирование графа %0a%0a# [[Справка/Добавление вершины | +]].%0a# [[Справка/Добавление дуги | +]].%0a# [[Справка/Матрица смежности | +]].%0a# [[Справка/Матрица инцидентности | +]].%0a# [[Справка/Перемещение вершин | +]].%0a# [[Справка/Сохранение графа | +]].%0a# [[Справка/Горячие клавиши | +]].%0a# [[Справка/Мультиграф | +]].%0a%0a!! Алгоритмы%0a%0a# [[Справка/Поиск кратчайшего пути | +]].%0a# [[Справка/Поиск компонентов связности | +]].%0a# [[Справка/Поиск Эйлерового цикла| +]].%0a# [[Справка/Поиск минимального оставного дерева | +]].%0a# [[Справка/Алгоритм Флойда — Уоршелла | +]].%0a# [[Справка/Упорядочить граф | +]].%0a# [[Справка/Визуализация на основе весов | +]].%0a# [[Справка/Расчет степени вершин | +]].%0a# [[Справка/Поиск радиуса и диаметра графа | +]].%0a# [[Справка/Максимальный поток | +]].%0a# [[Справка/Поиск Гамильтонова цикла и пути | +]].%0a# [[Справка/Раскраска графа | +]].%0a# [[Справка/Поиск в ширину | +]].%0a# [[Справка/Поиск в глубину | +]].%0a%0a!! Разработка алгоритмов%0a%0a# [[Разработка/Документация | Документация по разработке собственного алгоритма]]%0a text=(:Title:Граф Онлайн вики справка:)%0a(:Summary:Вики справка проекта Граф Онлайн, список разделов, список алгоритмов.:)%0a%0a!! Создание и редактирование графа %0a%0a# [[Справка/Добавление вершины | +]].%0a# [[Справка/Добавление дуги | +]].%0a# [[Справка/Матрица смежности | +]].%0a# [[Справка/Матрица инцидентности | +]].%0a# [[Справка/Перемещение вершин | +]].%0a# [[Справка/Сохранение графа | +]].%0a# [[Справка/Горячие клавиши | +]].%0a# [[Справка/Мультиграф | +]].%0a%0a!! Статьи%0a%0a# [[Статьи/Задачи, которые можно решить с помощью графов | +]].%0a# [[Статьи/Оффлайн версия graphoffline | +]].%0a%0a%0a!! Алгоритмы%0a%0a# [[Справка/Поиск кратчайшего пути | +]].%0a# [[Справка/Поиск компонентов связности | +]].%0a# [[Справка/Поиск Эйлерового цикла| +]].%0a# [[Справка/Поиск минимального оставного дерева | +]].%0a# [[Справка/Алгоритм Флойда — Уоршелла | +]].%0a# [[Справка/Упорядочить граф | +]].%0a# [[Справка/Визуализация на основе весов | +]].%0a# [[Справка/Расчет степени вершин | +]].%0a# [[Справка/Поиск радиуса и диаметра графа | +]].%0a# [[Справка/Максимальный поток | +]].%0a# [[Справка/Поиск Гамильтонова цикла и пути | +]].%0a# [[Справка/Раскраска графа | +]].%0a# [[Справка/Поиск в ширину | +]].%0a# [[Справка/Поиск в глубину | +]].%0a# [[Справка/проверка изоморфности графов | +]].%0a%0a!! Разработка алгоритмов%0a%0a# [[Разработка/Документация | Документация по разработке собственного алгоритма]]%0a
time=1570302361 time=1635790869
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diff:1470512184:1470411095:=4,5c4,5%0a%3c !! Создание и редактирование графа %0a%3c %0a---%0a> !!! Создание и редактирование графа %0a> %0a13c13%0a%3c !! Алгоритмы%0a---%0a> !!! Алгоритмы%0a
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text=* [[Статьи/ОффлайнВерсияGraphoffline]] . . . November 01, 2021, at 09:32 PM by ?: [==]%0a* [[Статьи/ЗадачиКоторыеМожноРешитьСПомощьюГрафов]] . . . September 01, 2021, at 10:03 PM by ?: [==]%0a
time=1635791565

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wiki/wiki.d/Статьи.ОффлайнВерсияGraphoffline Executable file
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text=(:Title Offline версия graphonline :)%0a(:Description Сборки graphonline для запуска локально :)%0a%0a!! Сборка для Windows%0a%0a[+++ [[https://graphonline.ru/tmp/graphonline.zip | Скачать сборку graphonline.zip]] +++]%0a%0a!!! Как использовать%0a%0aДля запуска необходимо запустить файл: run_graphonline_offline.bat Он запустит веб сервер и откроет страницу http://localhost:8080%0a%0a!!! Решение проблем с запуском%0a%0aСборка использует Uniform Server Zero XII в качестве веб-сервера. Если возникли проблемы с его запуском то необходимо установить: vc_redist_x64/86.exe [[https://www.microsoft.com/en-us/download/details.aspx?id=49984]]%0a%0aТакже можно запустить веб-сервер вручную:%0a#. Запустить файл UniController.exe. Закрыть все всплывающие окна.%0a#. Нажать на кнопку Start Apach. Через какое-то время индикатор справа от кнопки должен стать зелёным.%0a#. Нажать на кнопку View www, чтобы открыть сайт.%0a%0aЕсли эти шаги не помогли, напишите нам удобным для вас способом [[https://graphonline.ru/contacts]]%0a%0a
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title=Offline версия graphonline
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diff:1635791565:1635791479:=6c6%0a%3c [+++ [[https://graphonline.ru/tmp/graphonline.zip | Скачать сборку graphonline.zip]] +++]%0a---%0a> [[https://graphonline.ru/tmp/graphonline.zip | Скачать сборку graphonline.zip]]%0a
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diff:1635791479:1635791457:=17,19c17,19%0a%3c #. Запустить файл UniController.exe. Закрыть все всплывающие окна.%0a%3c #. Нажать на кнопку Start Apach. Через какое-то время индикатор справа от кнопки должен стать зелёным.%0a%3c #. Нажать на кнопку View www, чтобы открыть сайт.%0a---%0a> 1. Запустить файл UniController.exe. Закрыть все всплывающие окна.%0a> 2. Нажать на кнопку Start Apach. Через какое-то время индикатор справа от кнопки должен стать зелёным.%0a> 4. Нажать на кнопку View www, чтобы открыть сайт.%0a
host:1635791479=78.155.188.162
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diff:1635791457:1635791421:=14c14%0a%3c Сборка использует Uniform Server Zero XII в качестве веб-сервера. Если возникли проблемы с его запуском то необходимо установить: vc_redist_x64/86.exe [[https://www.microsoft.com/en-us/download/details.aspx?id=49984]]%0a---%0a> Сборка использует Uniform Server Zero XII в качестве веб-сервера. Если возникли проблемы с его запуском то необходимо установить: vc_redist_x64/86.exe https://www.microsoft.com/en-us/download/details.aspx?id=49984%0a
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diff:1635791421:1635791421:=1,22d0%0a%3c (:Title Offline версия graphonline :)%0a%3c (:Description Сборки graphonline для запуска локально :)%0a%3c %0a%3c !! Сборка для Windows%0a%3c %0a%3c [[https://graphonline.ru/tmp/graphonline.zip | Скачать сборку graphonline.zip]]%0a%3c %0a%3c !!! Как использовать%0a%3c %0a%3c Для запуска необходимо запустить файл: run_graphonline_offline.bat Он запустит веб сервер и откроет страницу http://localhost:8080%0a%3c %0a%3c !!! Решение проблем с запуском%0a%3c %0a%3c Сборка использует Uniform Server Zero XII в качестве веб-сервера. Если возникли проблемы с его запуском то необходимо установить: vc_redist_x64/86.exe https://www.microsoft.com/en-us/download/details.aspx?id=49984%0a%3c %0a%3c Также можно запустить веб-сервер вручную:%0a%3c 1. Запустить файл UniController.exe. Закрыть все всплывающие окна.%0a%3c 2. Нажать на кнопку Start Apach. Через какое-то время индикатор справа от кнопки должен стать зелёным.%0a%3c 4. Нажать на кнопку View www, чтобы открыть сайт.%0a%3c %0a%3c Если эти шаги не помогли, напишите нам удобным для вас способом [[https://graphonline.ru/contacts]]%0a%3c %0a
host:1635791421=78.155.188.162