The Stress-Strength Model: R=P(Y<X) Gamma Case by Mathematica

European Scientific Journal ESJ

doi 10.19044/esj.2019.v15n9p177

Full Text

Abstract

Available in

Date

March 31, 2019

Authors

Ehtesham Hussain

Muhammad Ahsanuddin

Publisher

European Scientific Institute, ESI

Related search

On the Diophantine Equation $X^p-X=y^q-Y$

Publicacions Matematiques

English

$$Y(4260)\rightarrow \Gamma + X(3872)$$ Y ( 4260 ) → Γ + X ( 3872 ) in the Diquarkonium Picture

European Physical Journal C

Latin

On the Equation $Y^m = P(x)$

Acta Arithmetica

English

The Canonical Subgroup of {$E$} Is {${\Rm Spec}\,{\bf R}[x]/(X\sp P+\frac{p}{E\sb {P-1}(E,\omega)}x)$}

Asian Journal of Mathematics

Applied Mathematics

English

On THE DIOPHANTINE EQUATION P^x+(p+1)^y=z^2

International Journal of Pure and Applied Mathematics

Applied Mathematics

English

A Class of Riemannian Manifolds Satisfying R(X ,Y)·R = 0

Nagoya Mathematical Journal

English

High Energy Gamma Rays From P+X, X=Cu, Ag, Au at 34 MeV

AIP Conference Proceedings

English

On the Zeros of the Function, $P(x)$, Complementary to the Incomplete Gamma Function

Transactions of the American Mathematical Society

Applied Mathematics

English

About the $L^p$-Boundedness of Integral Operators With Kernels of the Form $K_1(x-Y)K_2(x+y)$.

Mathematica Scandinavica

English