In this paper, inspired by the study of energy flux in local inequality 3D incompressible Navier–Stokes equations, we improve almost all blow-up criteria involving temperature to allow its scaling invariant space for full compressible equations. Enlightening regular via pressure $$\Pi =\frac{\text{ divdiv }}{-\Delta }(u_{i}u_{j})$$ equations on bounded domain, generalize Beirao da Veiga’s resul...

‎let $v$ be a vector space over a field $f$ of characteristic $pgeq 0$ and let‎ ‎$t$ be a regular subgroup of the affine group $agl(v)$‎. ‎in the finite dimensional case we show that‎, ‎if $t$ is abelian or $p>0$‎, ‎then $t$ is unipotent‎. ‎for $t$ abelian‎, ‎pushing forward some ideas used in [a‎. ‎caranti‎, ‎f‎. ‎dalla volta and m‎. ‎sala‎, ‎abelian regular subgroups of the affine group and r...

Health awareness is important with increasingly complex challenges towards maintaining good health, especially during the COVID-19 pandemic. Regular health monitoring a must for everyone This project proposed an IoT based E-Healthcare system to monitor body temperature, blood pressure and heartbeat rate. The temperature sensor was connected Raspberry Pi microcontroller readings were stored in S...

in this paper, we introduce and study the concept of $r$-fuzzy regular semi open (closed) sets in smooth topological spaces. by using $r$-fuzzy regular semi open (closed) sets, we define a new fuzzy closure operator namely $r$-fuzzy regular semi interior (closure) operator. also, we introduce fuzzy regular semi continuous and fuzzy regular semi irresolute mappings. moreover, we investigate the ...