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[PDF][PDF] Lasserre hierarchy for graph isomorphism and homomorphism indistinguishability
We show that feasibility of the 𝑡th level of the Lasserre semidefinite programming hierarchy
for graph isomorphism can be expressed as a homomorphism indistinguishability relation. In …
for graph isomorphism can be expressed as a homomorphism indistinguishability relation. In …
Bisynchronous games and factorizable maps
We introduce a new class of non-local games and corresponding densities, which we call
bisynchronous. Bisynchronous games are a subclass of synchronous games and exhibit …
bisynchronous. Bisynchronous games are a subclass of synchronous games and exhibit …
The inverse problem of Q-analysis of complex systems structure in cyber security
V Polutsyganova, S Smirnov - Theoretical and Applied Cybersecurity, 2022 - tacs.ipt.kpi.ua
It is considered the inverse problem of Q-analysis. In the course of the research, an
algorithm for the recovery of simplicial complexes from elementary simplex using local maps …
algorithm for the recovery of simplicial complexes from elementary simplex using local maps …
Positively factorizable maps
J Levick, M Rahaman - Linear Algebra and its Applications, 2021 - Elsevier
We initiate a study of linear maps on M n (C) that have the property that they factor through a
tracial von Neumann algebra (A, τ) via operators Z∈ M n (A) whose entries consist of …
tracial von Neumann algebra (A, τ) via operators Z∈ M n (A) whose entries consist of …