We prove that the Scott-Vogelius finite elements are inf-sup stable on shape-regular meshes for piecewise quartic velocity fields and higher ($k \ge 4$)....

A fundamental problem in the theory of Hopf algebras is the classification and explicit construction of finite-dimensional quasitriangular Hopf algebras over C. These Hopf algebras constitute a very i...

We construct an infinite discrete subgroup of the isometry group of $\mathbb H^3$ with no finite quotients other than the trivial group....

This paper presents a general formulation of the CIP/multi-moment finite volume method (CIP/MM FVM) for arbitrary order of accuracy. Reconstruction up to arbitrary order can be built on single cell by...

We formulate a categorification of Robertson's conjecture analogous to the categorical graph minor conjecture of Miyata--Proudfood--Ramos. We show that these conjectures imply the existence of a finit...

xvii, 317 p. : 24 cm. --

In over 20 years of committed diversity and inclusion efforts, we’ve learned that diversity is not a finite goal; it is a journey that requires constant self-assessment and recommitment.

Library for computations over abstract algebraic structures such as finite fields and polynomial rings. (⭐ 8 | Java)

The Divergence Theorem as usually stated cannot be applied across a change of signature unless it is re-expressed to allow for a finite source term on the signature change surface. Consequently all co...

We construct a local Fortin projection for the Scott-Vogelius finite element pair for polynomial degree $k \ge 4$ on general shape-regular triangulations in two dimensions. In particular, the triangul...

We have developed a simulation technique that uses non-linear finite element analysis and elastic fracture mechanics to compute physically plausible motion for three-dimensional, solid objects as they...

Simple, separable, unital, monotracial and nuclear C$^*$-algebras are shown to have finite nuclear dimension whenever they absorb the Jiang-Su algebra $\mathcal{Z}$ tensorially. This completes the pro...

Developing a generalized aerodynamics prediction machine learning model for finite wings with different airfoil sections is challenging due to the vast parameter space and a relative scarcity of avail...

Time-domain simulation of wave phenomena on a finite computational domain often requires a fictitious outer boundary. An important practical issue is the specification of appropriate boundary conditio...

Assume that $(X,f)$ is a dynamical system and $φ:X \to [-\infty, \infty)$ is a potential such that the $f$-invariant measure $μ_φ$ equivalent to $φ$-conformal measure is infinite, but that there i...

Generated by Styledrop

Aug 22, 2020 · I mean here "You are the best at tennis" "and "you are best at tennis", "choose the book you like the best or best" both of them can have different meanings but "most" and another adv...

Just bought a car, and I'd like to thank you assholes for all the good advice in these threads. I'd read a bunch of advice from non-dealership sales people (just internet "car buying advice) as well a...

https://preview.redd.it/3bdvhaz8ej7g1.jpg?width=2048&format=pjpg&auto=webp&s=4c1b631227639fb641b5f1a1e29d75ffdd642799 [**https://m.sports.naver.com/esports/article/442/0000188301?sid3=79b...