In this paper, we determine the radius of λ -uniform convexity, id="M2"> -starlikeness, and id="M3"> α -convexity order id="M4"> δ for Weierstrass canonical product an entire function as a root having smallest modulus argument id="M5"> ϕ functional equation. As special cases, also id="M6"> id="...

conclusions presence of cae in patients with cas increases its cardiovascular event rate. isolated cae is not a benign finding and mi can occur. risk factors of cae are similar to cas, but c/s is more associated with cae than cas. dm is seen in cae patients less than cas. results hypertension (htn), dyslipidemia (dlp), and male sex were matched in both groups without significant difference. cig...

BACKGROUND Although ejection fraction (EF) both perimyocardial infarction (MI) and late post-MI are important prognostic factors, only implantable cardioverter-defibrillator trials of post-MI patients with depressed late EF have shown improved survival. This may relate to imprecision of early EF because of post-MI stunning. We sought to determine if peri-MI infarct size, as measured by cardiac ...

/ = /i$i. Since (to)i = 5ii is in (s), and ni is prime to the order of Si, Si is a power of s. Thus h, as well as t, corresponds to t in the isomorphism of G with G/(s) ; but h and /' are of the same order tii. Every element of G/(s) whose order is a divisor of m/mi corresponds to an element of G whose order is a divisor of m. It follows that t', and hence every element of G/(s) whose order div...

This paper provides a mathematical fractional-order model that accounts for the mindset of patients in transmission COVID-19 disease, continuous inflow foreigners into country, immunization population subjects, and temporary loss immunity by recovered individuals. The analytic solutions, which are given as series derived using fractional power method (FPSM) residual (RPSM). In comparison, solut...

The q -rung orthopair fuzzy environment is an innovative tool to handle uncertain situations in various decision-making problems. In this work, we characterize the idea of a id="M3"> subgroup and examine algebraic attributes newly defined notion. We also present id="M4"> coset id="M5"> normal along with relevant fundamen...

In this paper, we study an approximate biflatness of l 1 S , where id="M2"> is a Clifford semigroup. Indeed, show that semigroup algebra id="M3"> approximately biflat if and only every maximal subgroup id="M4"> amenable...

We introduce a reduced model for a real sector of complexified Ashtekar gravity that does not correspond to a subset of Einstein’s gravity but for which the programme of canonical quantization can be carried out completely, both, via the reduced phase space approach or along the lines of the algebraic quantization programme. This model stands in a certain correspondence to the frequently treate...

Let R be a complete rank-1 valuation ring of mixed characteristic (0, p), and let K be its field of fractions. A g-dimensional truncated Barsotti-Tate group G of level n over R is said to have a level-n canonical subgroup if there is a K-subgroup of G ⊗R K with geometric structure (Z/pZ) consisting of points “closest to zero”. We give a nontrivial condition on the Hasse invariant of G that guar...