Results 131 to 140 of about 12,820,749 (293)
Arion: Arithmetization-Oriented Hashing for Zero-Knowledge Proof Systems
We propose the arithmetization-oriented (AO) hash function Arion, following a permutation-based design approach. We first define the permutation Arion-π over the finite field F_p, where (p > 2) is prime.
Luca Campa +3 more
doaj +1 more source
The characteristic polynomials of abelian varieties of dimensions 4 over finite fields
We describe the set of characteristic polynomials of abelian varieties of dimension 4 over finite ...
Safia Haloui +3 more
core +1 more source
Abstract Regeneron's bispecific technology, based on a fully human IgG antibody construct, consists of two distinct heavy chains and a common light chain co‐expressed in a single cell. The co‐expression of the two distinct heavy chains, one of which contains a dipeptide substitution that ablates Protein A binding, leads to the formation of three ...
Samantha Wadsworth +4 more
wiley +1 more source
Error distance of standard Reed-Solomon codes
Error distance plays an important role in the decoding of standard Reed-Solomon codes. In 2012, Hong and Wu proposed a famous conjecture of standard Reed-Solomon codes on error distance.
SONG Qing-Shan +2 more
doaj
This study shows that integrating multiple machine learning models with optimization and decision‐making improves chemical process design, and that a consensus‐based strategy across models provides more robust and reliable operating recommendations than any single model, especially under limited or noisy data conditions.
Farough Agin +2 more
wiley +1 more source
A perturbative Graetz model describes coupled heat and mass transfer in reactive Couette–Poiseuille flow between parallel plates. Viscous dissipation and heat of reaction produce a small temperature rise, which enhances Arrhenius reaction rates and modestly accelerates axial species conversion in the small‐Brinkman‐number regime.
Leonardo Damián Soria Rodríguez +1 more
wiley +1 more source
On 2-superirreducible polynomials over finite fields
10 pages, revised ...
J.W. Bober +4 more
openaire +2 more sources
Learning sparse mixture‐of‐experts generalized linear models in ultrahigh dimensions
Abstract Motivated by the challenges of heterogeneity and high dimensionality in the analysis of modern data, we investigate continuous regularization methods for learning sparse mixture‐of‐experts generalized linear models (MoE‐GLM). Although there are foundational results about regularized estimators in a broad class of regression models including ...
Pengqi Liu, Abbas Khalili
wiley +1 more source
Planar Coulomb Gas on a Jordan Arc at Any Temperature
ABSTRACT We study a planar Coulomb gas confined to a sufficiently smooth Jordan arc γ$\gamma$ in the complex plane, at inverse temperature β>0$\beta > 0$. Let Z¯nβ(γ)=Znβ(γ)((2cap(γ))βn2/2e(1−β/2)n(H(νe,γ)−H(νe,I)),$$\begin{equation*} \bar{Z}_{n}^\beta (\gamma)=\frac{Z_n^\beta (\gamma)}{((2\text{cap}(\gamma))^{\beta n^2/2}e^{(1-\beta /2)n(H(\nu _{e ...
K. Courteaut, K. Johansson, F. Viklund
wiley +1 more source
Construction of Normal Polynomials using Composition of Polynomials over Finite Fields of Odd Characteristic [PDF]
A monic irreducible polynomial is known as a normal polynomial if its roots are linearly independent over Galois field. Normal polynomials over finite fields and their significance have been studied quite well.
Gupta, Shalini +2 more
core +1 more source

