We exhibit non-unique Leray solutions of the forced Navier-Stokes equations with hypodissipation in two dimensions. Unlike constructed \cite{albritton2021non}, we construct live at a supercritical scaling, which formally becomes negligible as $t \to 0^+$. In this it is possible to perturb Euler non-uniqueness scenario Vishik \cite{Vishik1,Vishik2} hypodissipative setting nonlinear level. Our pe...

Building on the work in \cite{BCH15,CH18,TIVP17}, this article we propose and study a simple, geometrically constrained, probabilistic algorithm geared towards capturing some aspects of nucleation shape-memory alloys. As main novelty with respect to algorithms \cite{BCH15,CH18,TIVP17} include \emph{mechanical compatibility}. The mechanical compatibility here is guaranteed by using \emph{convex ...

VLSI Design of a RSA Encryption/Decryption Chip using Systolic Array based Architecture Chi-Chia Sun, Bor-Shing Lin, Gene Eu Jan & Jheng-Yi Lin To cite this article: Chi-Chia Sun, Bor-Shing Lin, Gene Eu Jan & Jheng-Yi Lin (2016): VLSI Design of a RSA Encryption/Decryption Chip using Systolic Array based Architecture, International Journal of Electronics, DOI: 10.1080/00207217.2016.1138511 To li...

Response to ibrutinib in a patient with IgG lymphoplasmacytic lymphoma carrying the MYD88 L265P gene mutation Jorge J. Castillo, Irene M. Ghobrial & Steven P. Treon To cite this article: Jorge J. Castillo, Irene M. Ghobrial & Steven P. Treon (2016) Response to ibrutinib in a patient with IgG lymphoplasmacytic lymphoma carrying the MYD88 L265P gene mutation, Leukemia & Lymphoma, 57:11, 2699-2701...

In~\cite{CS04}, Calegari and Stein studied the congruences between classical cusp forms $S_k(\Gamma_0(p))$ of prime level made several conjectures about them. In~\cite{AB07} (resp., ~\cite{BP11}) authors proved one those their generalizations). In this article, we study analogous conjecture its generalizations for Drinfeld modular forms.