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Developments
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Basic Recognition and Reconstruction
Semi-Random Graphs, Robust Asymmetry, and Reconstruction (ITCS 2026)
Modular Decomposition and Graph Reconstruction Part 1
SiGMa 2017 Joshua Erde, A counterexample to the reconstruction conjecture for locally finite trees
The Reconstruction Problem
Carla Groenland - Graph reconstruction from small cards | MoCCA'20
Andrew McGregor - UMass Amherst - Reconstructing Graphs via Sampling Random Subgraphs
2019-10-10 Alexandr V. Kostochka, Reconstructing graphs from smaller subgraphs
Hoang La - Graph reconstruction with connectivity queries
Reconstruction of a Graph
MIGHTY LVIII Doug West - Reconstruction from the deck of k-vertex induced subgraphs
Deep Dive
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Last Updated: September 24, 2026
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Summary
Elise Raphael takes us on a journey through graph We'll also introduce another open problem, a stronger version of the Math Encounters: "Unsolved Mystery: understanding and playing with an open problem in mathematics" featuring Elise Raphael ... If you find our videos helpful you can support us by buying something from amazon. amazon.com/?tag=wiki-audio-20 ... ... solutions or the possible graphs that have these as the vertex related subgraphs of course if the Video accompanying ITCS 2026 talk on the paper "Semi-Random Graphs, Robust Asymmetry, and Robert Brignall, University of Bristol, UK Title: Modular Decomposition and Graph Reconstruction The SiGMa is a workshop bringing together researchers from Graph Theory and Matroid Theory, with a focus on structure theory. right we want to know is every graph reconstructable well that's a tough question this is a conjecture Plenary talk given by Doug West during MIGHTY LVIII at Grand Valley State University on Oct. 7, 2017.