In this article, we investigate the $\cos2\phi_t$ azimuthal asymmetry in $e ~p\rightarrow e ~J/\psi ~Jet~ X$, where $J/\psi$-jet pair is almost back-to-back transverse plane, within framework of generalized parton model(GPM). We use non-relativistic QCD(NRQCD) to calculate $J/\psi$ production amplitude and incorporate both color singlet(CS) octet(CO) contributions asymmetry. estimate using diff...

In this paper, we provide the generalization of two predefined concepts under name fuzzy conformable differential equations. We solve ordinary equations strongly generalized derivative. For order $\Psi$, use methods. The first technique is to resolve a equation into systems according types derivatives. second method solves $\Psi$ by variation constant formula. Moreover, generalize our results h...

For a nonrelativistic classical particle undergoing arbitrary oscillations in external fields, the generalized effective potential Psi is derived through calculating the nonlinear eigenfrequencies of the particle-field system. Specifically, the ponderomotive potential is extended to a nonlinear oscillator, resulting in multiple branches near the primary resonance. For a pair of particle natural...

The aim of the present paper is to extend classical fractal theory using condensing maps and generalized contractions semimetric spaces. Our method independent from approach Hutchinson: It based on Kuratowski measure noncompactness avoids completely Blaschke Completeness Theorem.

Abstract The purpose of this article is to present, under weaker assumptions, some local fixed point theorems for Ćirić–Reich–Rus, Chatterjea and Berinde type generalized contractions. Then, as applications we will obtain open mapping continuation principles these classes mappings.

In this paper, we prove the existence of a common random fixed point of two random multivalued generalized contractions by using functional expressions.