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Dynamical phase transitions in graph cellular automata
Discrete dynamical systems can exhibit complex behavior from the iterative application of
straightforward local rules. A famous class of examples comes from cellular automata whose …
straightforward local rules. A famous class of examples comes from cellular automata whose …
Partitioning problems via random processes
M Anastos, O Cooley, M Kang… - Journal of the London …, 2024 - Wiley Online Library
There are a number of well‐known problems and conjectures about partitioning graphs to
satisfy local constraints. For example, the majority colouring conjecture of Kreutzer, Oum …
satisfy local constraints. For example, the majority colouring conjecture of Kreutzer, Oum …
Product states optimize quantum -spin models for large
ER Anschuetz, D Gamarnik, BT Kiani - arxiv preprint arxiv:2309.11709, 2023 - arxiv.org
We consider the problem of estimating the maximal energy of quantum $ p $-local spin glass
random Hamiltonians, the quantum analogues of widely studied classical spin glass models …
random Hamiltonians, the quantum analogues of widely studied classical spin glass models …
Strong Low Degree Hardness for Stable Local Optima in Spin Glasses
It is a folklore belief in the theory of spin glasses and disordered systems that out-of-
equilibrium dynamics fail to find stable local optima exhibiting eg local strict convexity on …
equilibrium dynamics fail to find stable local optima exhibiting eg local strict convexity on …
Discrepancy and Related Problems
X Li - 2024 - search.proquest.com
A set system is a collection of sets on an underlying universe of elements. It can be modeled
by a {0, 1} incidence matrix. The rows of the matrix represent sets, while the columns …
by a {0, 1} incidence matrix. The rows of the matrix represent sets, while the columns …
Complexity and Computational Capacity of Discrete Dynamical Systems
B Hudcová - 2024 - dspace.cuni.cz
The central aim of this thesis is to study the concepts of" complexity" and" com-putational
capacity" of discrete dynamical systems and to connect them to rigorously measurable …
capacity" of discrete dynamical systems and to connect them to rigorously measurable …