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๐Ÿ” program evaluation ๐Ÿ“‚ Mathematics
Showing 23682 results for "program evaluation" in Mathematics
Mathematics Preprint PDF DOI

Long-time behavior of exact and numerical solutions of stochastic evolution equations on the sphere

David Cohen, Bjorn Muller, Andrea Papini ยท 2026

We investigate the long-time behavior of exact solutions and numerical approximations of linear stochastic evolution equations defined on the sphere. We focus on three classical models arising in mathโ€ฆ

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Mathematics Preprint PDF DOI

An Actor-Critic Framework for Continuous-Time Jump-Diffusion Controls with Normalizing Flows

Liya Guo, Ruimeng Hu, Xu Yang, Yi Zhu ยท 2026

Continuous-time stochastic control with time-inhomogeneous jump-diffusion dynamics is central in finance and economics, but computing optimal policies is difficult under explicit time dependence, discโ€ฆ

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Mathematics Preprint PDF DOI

Structure of the Anticanonical Minimal Model Program for Potentially klt Pairs

Donghyeon Kim, Dae-Won Lee ยท 2026

We give an alternative proof of the existence of the anticanonical minimal model program for potentially klt pairs, assuming the anticanonical divisor admits a birational Zariski decomposition. Moreovโ€ฆ

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Mathematics Preprint PDF DOI

Structural Hierarchy of Reid Class of non-Archimedean Banach Spaces

Tomoki Mihara ยท 2026

Let $k$ be a complete valuation field. We formulate a class $\mathscr{R}$ of Banach $k$-vector spaces analogous to Reid class of Abelian groups. We formulate an analogue of the hierarchy of Reid classโ€ฆ

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Mathematics Preprint PDF DOI

Accurate Residues for Floating-Point Debugging

Yumeng He, Pavel Panchekha ยท 2026

Floating-point arithmetic is error-prone and unintuitive. Floating-point debuggers instrument programs to monitor floating-point arithmetic at run time and flag numerical issues. They estimate residueโ€ฆ

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Mathematics Preprint PDF DOI

The blow-up rate for a log non-scaling invariant semilinear wave equation in the conformal regime

Mohamed Ali Hamza ยท 2026

We consider the blow-up behavior of solutions to the semilinear wave equation $$ \partial_t^2 u - \Delta u = |u|^{p-1}u \ln^a(u^2+2), \ (x,t)\in \mathbb{R}^n \times [0,T),$$ in the conformal case $ p โ€ฆ

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Mathematics Preprint PDF DOI

Coherent sheaves in logarithmic geometry

Hannah Dell, Xianyu Hu, Patrick Kennedy-Hunt, Kabeer Manali Rahul, Maximilian Schimpf ยท 2026

This paper introduces an abelian category of logarithmic coherent sheaves that arranges coherent sheaves across all expansions and root stacks of a simple normal crossing degeneration. Formally, logarโ€ฆ

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Mathematics Preprint PDF DOI

On a $_2F_1\big(\frac{1}{4}\big)$-identity due to Gosper

Cetin Hakimoglu-Brown ยท 2026

It is only in exceptional cases that a $_2F_1(z)$-series with rational parameters and a rational argument, apart from the cases for $z \in \{ \pm 1, \frac{1}{2} \}$ associated with classical hypergeomโ€ฆ

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Mathematics Preprint PDF DOI

Determinant Dynamics under Low-Rank Perturbations: A Unified Framework for Singular Systems

Robert Vrabel ยท 2026

This paper develops a unified analytical framework for determinant identities under finite-rank perturbations of square matrices that remains valid without invertibility assumptions. In contrast to clโ€ฆ

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A Convergent Hybridizable Discontinuous Galerkin Method for Einstein--Scalar Equations

Mukul Dwivedi, Andreas Rupp ยท 2026

We propose and analyze a hybridized discontinuous Galerkin (HDG) method for the spherically symmetric Einstein--scalar system in Bondi gauge. After rewriting the model as a local first-order PDE--ODE โ€ฆ

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Reciprocal binomial sums via Beta integrals

Jean-Christophe Pain ยท 2026

We develop a systematic and fully explicit approach to the evaluation of binomial sums involving reciprocals of binomial coefficients based on Beta integral techniques. Starting from a simple integralโ€ฆ

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Kleisli semantics and hypergraph composition for Greimasian narrative programs

Michael Fowler ยท 2026

This article proposes a category-theoretic formalization of Greimasian narrative programs (NPs) that makes their compositional structure mathematically precise. Building on a reconstruction of the actโ€ฆ

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An Alternating Primal Heuristic for Nonconvex MIQCQP with Dynamic Convexification and Parallel Local Branching

Yongzheng Dai, Chen Chen ยท 2026

We develop a novel primal heuristic for nonconvex Mixed-Integer Quadratically Constrained Quadratic Programs (MIQCQPs). The method is built around a convex approximation that is dynamically adjusted wโ€ฆ

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Relativistic Toda lattice of type B and quantum $K$-theory of type C flag variety

Takeshi Ikeda, Shinsuke Iwao, Takafumi Kouno, Satoshi Naito, Kohei Yamaguchi ยท 2026

We introduce a classical integrable system associated with the torus-equivariant quantum $K$-theory of type C flag variety. We prove that its conserved quantities coincide with the generators of the dโ€ฆ

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Minimising Willmore Energy via Neural Flow

Edward Hirst, Henrique N. Sa Earp, Tomas S. R. Silva ยท 2026

The neural Willmore flow of a closed oriented $2$-surface in $\mathbb{R}^3$ is introduced as a natural evolution process to minimise the Willmore energy, which is the squared $L^2$-norm of mean curvatโ€ฆ

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Smooth and Exact Parameterization of Continuous-time Signal Temporal Logic Specifications for Trajectory Optimization

Samet Uzun, Behcet Ac{i}kmese ยท 2026

This paper presents a smooth parameterization of continuous-time Signal Temporal Logic (CT-STL) specifications for nonconvex trajectory optimization that is sound and complete up to the accuracy of thโ€ฆ

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Expanding Soliton Models for K\"ahler-Ricci Flow Near Conical Singularities

Longteng Chen, Max Hallgren, Lucas Lavoyer ยท 2026

Let $(Y,g_0)$ be a compact K\"ahler space with a finite number of singular points, where the metric at each singular point is modelled on an admissible K\"ahler cone. We show that the K\"ahler-Ricci fโ€ฆ

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Local Existence, Uniqueness, Regularity, and Global Behavior of Evolution Equations Involving Mixed Local and Nonlocal Operators

Abdelhamid Gouasmia, Hichem Hajaiej, Kaushik Bal ยท 2026

In this work, we address a parabolic problem featuring a potentially doubly nonlinear term, governed by a combination of local and nonlocal operators (see Problem P1 below). We first establish the locโ€ฆ

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A Numerical PDEs Approach to Evolution Equations in Shape Analysis Based on Regularized Morphoelasticity

Ziqin Zhou ยท 2026

This work studies a variational formulation and numerical solution of a regularized morphoelasticity problem of shape evolution. The foundation of our analysis is based on the governing equations of lโ€ฆ

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Acceleration of Moment Bound Optimization for Stochastic Chemical Reactions Using Reaction-wise Sparsity of Moment Equations

Tomoki Sadatoshi, Antonis Papachristodoulou, Yutaka Hori ยท 2026

Moment dynamics in stochastic chemical kinetics often involve an infinite chain of coupled equations, where lower-order moments depend on higher-order ones, making them analytically intractable. Momenโ€ฆ

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