For every fixed k ≥ 2 the cyclic attractor detection problem is NP-complete precisely when the local Boolean function class contains majority-like self-dual rules or mixed conjunctive-disjunctive monotone families, and polynomial-time solvable in all other Post classes.
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Spectral analysis of finite-time correlation matrices near equilibrium phase transitions
Canonical reference. 71% of citing Pith papers cite this work as background.
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Establishes correspondence between anomaly detection and functional renormalization group flow of non-equilibrium field theories, benchmarked on 2D Ising model identifying critical thresholds with <4% error.
Tsallis q-exponential distributions arise by minimizing a free energy built from a self-consistency entropy defined via a nonlinear operator Omega, with q = alpha + beta obtained directly from the operator's fixed-point structure.
Neumann-Neumann decomposition plus mass lumping enables fast sampling of Gaussian random fields on metric graphs while preserving theoretical convergence rates of the underlying finite-element scheme.
A simple mechanical model shows that modulation phasons in Ni-Mn-Ga 10M martensite relax shear loadings for commensurate and weakly incommensurate modulations but not for strongly incommensurate ones, explaining anomalous elastic behavior and related lattice properties.
A single spatial correlation index predicts cooperator fixation across arbitrary heterogeneous landscapes, with segregated environments enhancing and intermixed ones suppressing cooperation under weak selection.
Vapor deposition experiments show 2-ethyl-1-hexanol glass kinetic stability rises sharply with slower deposition rates, attributed to surface mobility more than 4 orders of magnitude lower than ethylcyclohexane at 0.85 Tg.
Scattering and interference dominate circular-dichroic ARPES signals in graphene and WSe2, complicating extraction of initial-state orbital angular momentum.
Cr substitution induces hole doping and Hund's correlations in BaFe2As2, with superconductivity suppressed by local-moment competition instead of Fermi-surface evolution.
Presents a hierarchy of private delegated quantum computation protocols separating state privacy, transcript ambiguity, and output privacy under stated leakage and collusion assumptions.
Spectral butterflies form in parameter-dependent Schrödinger operators on weighted Delone sets and reflect fractal self-similar structures, with the framework extending across dimensions and to non-Abelian groups.
A unified equation describes saturation magnetization loss from finite-size effects in weakly disordered spin-1/2 ferromagnets and yields a unified Bloch equation plus spin transport expression.
A review that contrasts common assumptions about the Lindblad equation with refined expectations drawn from examples, culminating in a checklist for assessing its breakdown.
The review updates the status of multiple cosmological and astrophysical signals that appear inconsistent with LambdaCDM as defined by the Cosmological Principle, General Relativity, and Planck18 parameters.
Correlation geometry underlies causal fermion systems by providing a thermodynamic-style description of physical systems that incorporates gauge symmetries and diffeomorphisms via the principle of unitary equivalence.
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Private Delegated Quantum Computing for User-Level and Industry-Level Settings
Presents a hierarchy of private delegated quantum computation protocols separating state privacy, transcript ambiguity, and output privacy under stated leakage and collusion assumptions.
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Is Lindblad for me?
A review that contrasts common assumptions about the Lindblad equation with refined expectations drawn from examples, culminating in a checklist for assessing its breakdown.