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Questions about the properties of vector spaces and linear transformations, including linear systems in general.

7 votes
1 answer
439 views

How much can I perturb a symmetric stochastic matrix and keep positive solutions?

Suppose $A$ is a symmetric stochastic $n \times n$ matrix with least eigenvalue $\lambda_n>0$. Consider real symmetric perturbations $\widehat{A}$. How large can I take $\epsilon$ such that $\wideha …
Peter Dukes's user avatar
  • 1,091
2 votes
1 answer
379 views

Bounding entries of the inverse of certain zero-one matrices

It is known that the entries of the inverse of an (invertible) $n \times n$ zero-one matrix $A$ can grow exponentially in $n$. See this MO question: Bounding the absolute sum of entries of the invers …
Peter Dukes's user avatar
  • 1,091
4 votes

Linear algebra proofs in combinatorics?

Variants of the EKR Theorem offer a wide class of examples. This page has a nice list going, by the way. A friend of mine once made the outrageous claim -- but hear me out -- that most "linear algeb …