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๐Ÿ” firdevs ulus ๐Ÿ“‚ Mathematics
Showing 2362 results for "firdevs ulus" in Mathematics
Mathematics Preprint PDF DOI

The hat and plus version of the Heegaard Floer contact invariant are not equivalent

Alberto Cavallo, Irena Matkovic ยท 2026

We advance Matkovi\v{c} ideas, originally applied to complete the classification of tight structures on small Seifert fibred $L$-spaces, to show the existence of contact structures on Brieskorn sphereโ€ฆ

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Mathematics Preprint PDF DOI

A Leakage Bound for Confidence Sets after Black-Box Selection

Sayantan Banerjee ยท 2026

In many analyses the object reported at the end is not fixed in advance, but is chosen after a preliminary search over variables, subgroups, transformations, models or contrasts. Classical selective-iโ€ฆ

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Quantitative H\"older Regularity, Concentration, and Spectral Applications for Lyapunov Exponents of Random $\operatorname{GL}(2,\mathbb{R})$ Cocycles, with Extensions to $\operatorname{GL}(d,\mathbb{R})$

Abdoulaye Thiam ยท 2026

This paper develops a quantitative regularity theory for the Lyapunov exponents of random products of matrices in $\operatorname{GL}(2,\mathbb{R})$, with extensions to $\operatorname{GL}(d,\mathbb{R})โ€ฆ

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Mathematics Preprint PDF DOI

Tail Bounds via Southwest Boundary

Stephen Jordan Harrison ยท 2026

We derive upper bounds for probabilities of the form $P(g(\mathbf{X})\geq t)$ using the southwest boundary (recently introduced in our previous work) $\partial_{\mathrm{SW}} Q(g^{-1}[t,\infty))$, wherโ€ฆ

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Laplacian state transfer in graphs with involutions

Swornalata Ojha, Hermie Monterde, Hiranmoy Pal ยท 2026

For $q\in\mathbb{R}\backslash\{0\}$, the generalized Laplacian of a graph $X$ is the matrix $\mathscr{L}=\Delta+qA$, where $\Delta$ is the degree matrix and $A$ is the adjacency matrix of $X$. In thisโ€ฆ

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Mathematics Preprint PDF DOI

New bounds on Castelnuovo--Mumford regularity of monomial curves and application to sumsets

Le Tuan Hoa, Doan Quang Tien ยท 2026

A monomial curve $C$ is defined by a sequence of coprime integers $0 = a_0 < a_1 < \cdots < a_k =: d$. One gap of this sequence is $a_{i+1} - a_i - 1$. Gruson--Lazarsfeld--Peskine bound (1983) says thโ€ฆ

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On Chromatic Asymptotic Approximate Groups

Arindam Biswas ยท 2026

We study a chromatic theory of asymptotic approximate groups for tuples of subsets of abelian groups, combining Nathanson's chromatic sumset formalism with asymptotic covering ideas from approximate gโ€ฆ

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Mathematics Preprint PDF DOI

Climate-Driven Dengue Forecasting in Bangladesh: Division-Specific Feature-Set Design and Lag Structure

Faizunnesa Khondaker, Md. Kamrujjaman ยท 2026

Bangladesh exhibits marked year-to-year variability in dengue, partly driven by meteorological fluctuations that shape \textit{Aedes} breeding-site persistence, mosquito development, and transmission.โ€ฆ

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Mathematics Preprint PDF DOI

Projection, Measure, and Idempotent Relations: Independent Axioms and a Fixed-Point Coupling Law

Yunbeom Yi ยท 2026

We introduce a minimal ZFC-internal axiom system for pre-structural data (X, A, mu, mu^{otimes 2}, R, I, Pi_R, G, E_0, eta), where Pi_R : X -> R is a designated map and G subset X x X is a measurable โ€ฆ

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Detecting Regime Transitions in Dynamical Systems via the Mixup Euler Characteristic Profile

Sushovan Majhi, Atish Mitra, Santanu Nandi, Md Nurujjaman, Buddha Nath Sharma ยท 2026

We develop a framework for detecting regime transitions in dynamical systems using the Mixup Euler Characteristic Profile (Mixup ECP) -- the Euler characteristic of the geometric intersection of ball โ€ฆ

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Classifying spaces for families of virtually abelian subgroups of surface braid groups

Ramon Flores, Juan Gonzalez-Meneses, Porfirio L. Leon-Alvarez ยท 2026

Given a group $G$ and an integer $n \geq 0$, let $\mathcal{F}_n$ denote the family of all virtually abelian subgroups of $G$ of rank at most $n$. In this article, we show that for each $n \geq 1$, theโ€ฆ

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Fractional Strict Degeneracy of Graphs

Daniel Dominik, Jeffrey A. Mudrock ยท 2026

DP-coloring (also called correspondence coloring) is a generalization of list coloring introduced by Dvo\v{r}\'{a}k and Postle in 2015. The DP-chromatic number of a graph $G$, $\chi_{_{DP}}(G)$, is thโ€ฆ

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Reinforcement Learning, Optimal Control, and Bayesian Filtering in Data Assimilation

Abed Hammoud ยท 2026

We give a finite-horizon variational formulation that places Bayesian filtering and smoothing, variational data assimilation, KL-regularized control, and Kalman-type methods inside one mathematically โ€ฆ

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Estimating Price Elasticity Matrices

Maximilian Schaller, Stephen Boyd ยท 2026

The relationship between demand and prices of a set of products can be modeled as a linear mapping from logarithmic price changes to logarithmic changes in demand. We consider the problem of estimatinโ€ฆ

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Asymptotic rigidity of codimension-1 isometric immersions via quantitative estimates

Mert Bastug ยท 2026

We offer an alternative approach to the asymptotic rigidity of codimension-1 isometric immersions via quantitative rigidity estimates. We show that an immersion between compact manifolds $M$ and $N$ oโ€ฆ

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The Geometry of Dilation- and Shear-Deformed Spaces

Gordon Liu ยท 2026

We introduce a deformation-induced geometric framework built from a reference metric \bar g and a pure deformation field P in the symmetric sector of GL(n,\mathbb R). The deformed metric is defined byโ€ฆ

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A spectral method for the rapid evaluation of hyperbolic potentials in two dimensions using windowed Fourier projection

Nour G. Al Hassanieh, Leslie Greengard, Alex H. Barnett ยท 2026

We present a fast algorithm for evaluating the (non-smooth) solution of the free-space two-dimensional (2D) scalar wave equation with many point sources, each with a high-frequency band-limited time sโ€ฆ

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Distributionally Robust Regret Optimal LQR with Common Stage-Law Ambiguity

Lukas-Benedikt Fiechtner, Jose Blanchet ยท 2026

We study, to our knowledge, the first tractable multistage ex-ante distributionally robust regret optimization (DRRO) formulation for stochastic control. We consider finite-horizon LQR under common stโ€ฆ

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Entropy formula for C1 expanding maps

Eleonora Catsigeras, Fernando Valenzuela Gomez ยท 2026

We prove that the (necessarily existing) pseudo-physical or SRB-like measures of C1 expanding dynamical systems on a compact Riemannian manifold satisfy Pesin entropy formula. We include examples of Cโ€ฆ

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Accessibility Percolation with Rough Mount Fuji labels

Diana De Armas Bellon, Matthew I. Roberts ยท 2026

Consider an infinite, rooted, connected graph where each vertex is labelled with an independent and identically distributed Uniform(0,1) random variable, plus a parameter $\theta$ times its distance fโ€ฆ

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