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https://issues.apache.org/jira/browse/GIRAPH-1135?page=com.atlassian.jira.plugin.system.issuetabpanels:comment-tabpanel&focusedCommentId=15903971#comment-15903971
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Alessio Arleo edited comment on GIRAPH-1135 at 3/9/17 10:22 PM:
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I am currently working on a paper that needed to implement a version of 
Pathfinder Network scaling* into the TLAV model. I had already decided to share 
the code as a part of Giraph, so I would like to have this issue assigned to me.

*It is a generalization of MSTs: a Pathfinder network of a graph is the union 
set of all the edges of all the possible MSTs of a graph.


was (Author: alessio):
I am currently working on a paper that needed me to implement a version of 
Pathfinder Network scaling* into the TLAV model. I had already decided to share 
the code as a part of Giraph, so I would like to have this issue assigned to me.

*It is a generalization of MSTs: a Pathfinder network of a graph is the union 
set of all the edges of all the possible MSTs of a graph.

> Implementing Minimum Spanning Tree in vertex-centric model
> ----------------------------------------------------------
>
>                 Key: GIRAPH-1135
>                 URL: https://issues.apache.org/jira/browse/GIRAPH-1135
>             Project: Giraph
>          Issue Type: Improvement
>          Components: examples
>            Reporter: Claudio Martella
>            Assignee: Alessio Arleo
>              Labels: gsoc2017
>
> A Minimum Spanning Tree is a tree that spans all the vertices of a connected 
> graph such that the sum of the weights is minimum among all possible such 
> trees. Finding Minimum Spanning Tree on a large graph has many applications. 
> MST algorithm is one of the basic graph algorithms.  Currently, Giraph has an 
> implementation of Page Rank algorithm as part of its source code. An 
> implementation of MST algorithm will strengthen our use cases.
> Recently Mohsen Ghaffari et al. have shown that MST can be calculated in 
> O(log* n) rounds of communications in Congested Clique model [1]. Congested 
> Clique have been shown to be the impromptu distributed algorithmic model 
> which has direct relations with Pregel. We can try to implement the paradigm 
> in Giraph.
> [1] MST in Log-Star Rounds of Congested Clique :- 
> http://dl.acm.org/citation.cfm?id=2933103



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