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From the 1 of 24 papers with an AI index.

most citedKey polynomials for simple extensions of valued fields

20 citations

24 papers

math.AG202620 cited

Key polynomials for simple extensions of valued fields

F. J. Herrera Govantes, W. Mahboub, M. A. Olalla Acosta +1

The paper refines MacLane’s theory of key polynomials for simple transcendental extensions of rank‑1 valued fields, explicitly describing limit key polynomials and giving upper bou…

math.ST2026

Gradient-enhanced global sensitivity analysis with Poincar{é} chaos expansions

O Roustant, N Lüthen, David Heredia +1

Spectral methods, also known as chaos expansions, are widely used in global sensitivity analysis (GSA), as they leverage orthogonal bases of L2 spaces to efficiently compute Sobol'…

math.PR2026

Multivariable CLT for critical points

Jean-Marc Azaïs, Federico Dalmao, Céline Delmas

We prove a multivariate central limit theorem for the numbers of critical points with all possible indexes which lie above a level of a non-necessarily isotropic Gaussian random fi…

math.AP2026

Spectral scheme for an energetic Fokker-Planck equation with -distribution steady states

Claudia Negulescu, Hugo Parada

The concern of the present paper is the design of efficient numerical schemes for a specific Fokker-Planck equation describing the dynamics of energetic particles occurring in ther…

math.AT2026

A Lie characterization of the Bousfield-Kan -completion and -good spaces

Yves Félix, Mario Fuentes, Aniceto Murillo

We prove that the unit of the Quillen pair given by the model and realization functor i…

math.OC2026

Mixtures Closest to a Given Measure: A Semidefinite Programming Approach

Srećko ĐuraÅ¡inović, Srećko Đurašinović, Jean-Bernard Lasserre +1

Mixture models, such as Gaussian mixture models, are widely used in machine learning to represent complex data distributions. A key challenge, especially in high-dimensional settin…