In this paper, we study a nonsmooth/nonconvex multiobjective optimization problem with uncertain constraints in arbitrary Asplund spaces. We first provide necessary optimality condition fuzzy form for approximate weakly robust efficient solutions and then establish theorem quasi-efficient of the sense limiting subdifferential by exploiting terms Fréchet subdifferential. Sufficient conditions (w...

Toric differential inclusions play a pivotal role in providing rigorous interpretation of the connection between weak reversibility and persistence mass-action systems polynomial dynamical systems. We introduce notion quasi-toric inclusions, which are strongly related to toric inclusions, but have much simpler geometric structure. show that every inclu...

According to the recurrent frequency, many levels of points are found such as periodic points, almost weakly quasi-weakly and Banach points. In this paper, we consider symbolic dynamics show existence six refined between recurrence general recurrence. Despite fact that these all null-measure under any invariant measure, further they carry strong topological complexity. Each level is dense in wh...

in 2001, s. bulman-fleming et al. initiated the study of three flatness properties (weakly kernel flat, principally weakly kernel flat, translation kernel flat) of right acts $a_{s}$ over a monoid $s$ that can be described by means of when the functor $a_{s} otimes -$ preserves pullbacks. in this paper, we extend these results to$s$-posets and present equivalent descriptions of weakly kernel po...

As the real common generalisations of both orthodox transversals and adequate in abundant semigroups, concept refined generalised quasi-adequate transversals, briefly, RGQA was introduced by Kong Wang. In this paper, for transversal, necessary sufficient condition sets I ? to be bands is investigated. It demonstrated that are if only transversal weakly simplistic. Moreover, So being simplistic ...

The focus of this paper is to acquaint with generalized condition (B) in a quasi-partial b-metric space and establish coincidence common fixed point theorems for weakly compatible pairs mapping. Additionally, the background space, outcomes obtained are exemplified prove existence uniqueness point.

We briefly review some examples of confinement which arise in condensed matter physics. We focus on two instructive cases: the off-critical Ising model in a magnetic field, and an array of weakly coupled (extended) Hubbard chains in the Wigner crystal phase. In the appropriate regime, the elementary excitations in these 1+1 and quasi-one-dimensional systems are confined into ‘mesons’. Although ...