• Search: "FOS: Mathematics"

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1

Weak coloring numbers of minor-closed graph classes
Hodor, Jędrzej ; La, Xuan Hoang ; Micek, Piotr ; et al.
ACM-SIAM Symposium on Discrete Algorithms (SODA25). :3325-3334

New Orleans, United Stat... FOS: Computer and inform... FOS: Mathematics Discrete Mathematics (cs... Combinatorics (math.CO) [MATH.MATH-CO]Mathematic... …
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2

Unit inclusion in a non-semisimple braided tensor category and non-compact relative TQFTs
Haïoun, Benjamin ; School of Mathematics - University of Edinburgh ; The University of Edinburgh ; et al.
Geometry and Topology. 29(4):2175-2216

Cobordism Hypothesis TQFT Dualizability Quantum Algebra (math.QA... Category Theory (math.CT... Geometric Topology (math... …
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3

Submodular maximization and its generalization through an intersection cut lens
Xu, Liding ; Liberti, Leo ; Laboratoire d'informatique de l'École polytechnique [Palaiseau] (LIX) ; et al.
Mathematical Programming. 211(1-2):341-377

MINLP submodular maximization submodular-supermodular... intersection cuts Boolean multilinear func... D-optimal design …
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4

Consensus in Models for Opinion Dynamics with Generalized-Bias
Paz, Juan ; Rocha, Camilo ; Tobòn, Luis ; et al.
COMPLEX NETWORKS 2024 - 13th International Conference on Complex Networks & Their Applications. :253-269

Istanbul, Turkey Cognitive Bias Social Networks Multi-Agent Systems FOS: Mathematics FOS: Computer and inform... …
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5

ADAPTIVE CROSS APPROXIMATION WITH A GEOMETRICAL PIVOT CHOICE: ACA-GP METHOD
Yastrebov, Vladislav ; Noûs, Camille ; Centre des Matériaux (MAT) ; et al.

15A03 Hierarchical matrices. M... Boundary Integral Method Geometrical Pivots Adaptive Cross Approxima... Low-rank approximation …
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6

Variational Analysis in the Wasserstein Hierarchy
Vauthier, Christophe ; Laboratoire de Mathématiques d'Orsay (LMO) ; Université Paris-Saclay-Centre National de la Recherche Scientifique (CNRS) ; et al.

Optimization and Control... FOS: Mathematics [MATH]Mathematics [math]
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7

Burnett's conjecture in generalized wave coordinates
Huneau, Cécile ; Luk, Jonathan ; Centre de Mathématiques Laurent Schwartz (CMLS) ; et al.

General Relativity and Q... Analysis of PDEs (math.A... FOS: Physical sciences FOS: Mathematics [MATH]Mathematics [math]
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8

HIGH-FREQUENCY BACKREACTION FOR THE EINSTEIN EQUATIONS UNDER U(1) SYMMETRY: FROM EINSTEIN-DUST TO EINSTEIN-VLASOV
Huneau, Cécile ; Luk, Jonathan ; Analyse (DMA) ; et al.

General Relativity and Q... Analysis of PDEs (math.A... FOS: Physical sciences FOS: Mathematics [MATH]Mathematics [math]
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9

Dividing sums of cycles in the semiring of functional digraphs
Bridoux, Florian ; Crespelle, Christophe ; Phan, Thi Ha Duong ; et al.

Combinatorics (math.CO) Discrete Mathematics (cs... FOS: Mathematics FOS: Computer and inform... Finite Dynamical Systems Functional digraphs …
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10

Canonicalizing zeta generators: genus zero and genus one
Générateur zêta canoniques en genres 0 et 1
Dorigoni, Daniele ; Doroudiani, Mehregan ; Drewitt, Joshua ; et al.

Quantum Algebra (math.QA... High Energy Physics - Ph... High Energy Physics - Th... Algebraic Geometry (math... Number Theory (math.NT) FOS: Mathematics …
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11

From order one catalytic decompositions to context-free specifications: the rewiring bijection
Duchi, Enrica ; Schaeffer, Gilles ; Institut de Recherche en Informatique Fondamentale (IRIF (UMR_8243)) ; et al.

Combinatorics (math.CO) FOS: Mathematics [MATH.MATH-CO]Mathematic... Combinatorics [math.CO]
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12

Random measurements are almost maximally incompatible
Bluhm, Andreas ; Lancien, Cécilia ; Nechita, Ion ; et al.

90C22 Semidefinite programming Random matrix theory Quantum measurement inco... Quantum measurement inco... Quantum Physics (quant-p... …
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13

Tight analyses of first-order methods with error feedback
Thomsen, Daniel Berg ; Taylor, Adrien ; Dieuleveut, Aymeric ; et al.

Optimization and Control... FOS: Mathematics FOS: Computer and inform... and Cluster Computing (c... Parallel Distributed …
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14

Sharp inequalities between Zolotarev and Wasserstein distances in $\mathrm{P}_2(\mathbb{R}^d)$
Bołbotowski, Karol ; Bouchitté, Guy ; Faculty of Mathematics, Informatics, and Mechanics [Warsaw] (MIMUW) ; et al.

FOS: Mathematics Probability metrics Opti... Probability metrics Optimal transport Kantorovich-Rubinstein d... Wasserstein distance …
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15

Don't Be Greedy, Just Relax! Pruning LLMs via Frank-Wolfe
Roux, Christophe ; Zimmer, Max ; d'Aspremont, Alexandre ; et al.

Machine Learning (cs.LG) Optimization and Control... FOS: Computer and inform... FOS: Mathematics [MATH.MATH-OC]Mathematic... Optimization and Control...
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16

Complex Lagrangian minimal surfaces, bi-complex Higgs bundles and SL(3,C)-quasi-Fuchsian representations
Rungi, Nicholas ; Tamburelli, Andrea ; Università degli studi di Torino = University of Turin (UNITO) ; et al.

Differential Geometry (m... Geometric Topology (math... Symplectic Geometry (mat... FOS: Mathematics [MATH.MATH-DG]Mathematic... Differential Geometry [m... …
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17

Convergence Analysis of Galerkin Approximations for the Lindblad Master Equation
Robin, Rémi ; Rouchon, Pierre ; QUANTum Information Circuits (QUANTIC) ; et al.

Numerical Analysis (math... Quantum Physics (quant-p... FOS: Mathematics FOS: Physical sciences [MATH]Mathematics [math]
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18

A generalized Active Flux method of arbitrarily high order in two dimensions
Barsukow, Wasilij ; Chandrashekar, Praveen ; Klingenberg, Christian ; et al.

hyperbolic conservation... hyperbolic conservation... Active Flux semi-discrete method high-order method Numerical Analysis (math... …
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19

A Poisson-Alekseev-Gröbner formula through Malliavin calculus for Poisson random integrals
Maurer, Paul ; Zurcher, Jérémy ; Stochastic Approaches for Complex Flows and Environment (CALISTO) ; et al.

Probability (math.PR) FOS: Mathematics 60H05 60H07 60H10 60J76 …
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20

Moments and non-vanishing of L-functions over subgroups
Munsch, Marc ; Shparlinski, Igor ; Institut Camille Jordan (ICJ) ; et al.

Number Theory (math.NT) FOS: Mathematics [MATH]Mathematics [math]
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