Evolution for First Eigenvalue of LT,f on an Evolving Riemannian Manifold

Saha, Apurba; Azami, Shahroud; Breaz, Daniel; Răpeanu, Eleonora; Hui, Shyamal Kumar

doi:10.3390/math10234614

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2023

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Cited by 2 publications

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“…is Wanas operator (see [7][8][9]) and T n b is the operator W n q introduced in [10]. The study of operators on very different classes of functions to remark their properties is always an updating problem, as we can see in the works [11][12][13][14][15][16].…”

Section: Definition 1 ([1] (P 4))mentioning

confidence: 99%

On Classes of Meromorphic Functions Defined by Subordination and Convolution

Cotîrlă,

Totoi

2023

Symmetry

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For p∈N*, let Σp denote the class of meromorphic p-valent functions. We consider an operator for meromorphic functions denoted by Tbn, which generalizes some previously studied operators. We introduce some new subclasses of the class Σp, associated with subordination using the above operator, and we prove that these classes are preserved regarding the operator Jp,γ, so we have symmetry when we look at the form of the class in which we consider the function g and at the form of the class of the image Jp,γ(g), where Jp,γ(g)(z)=γ−pzγ∫0zg(t)tγ−1dt, γ∈C with Reγ>p.

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Section: Definition 1 ([1] (P 4))mentioning

confidence: 99%

On Classes of Meromorphic Functions Defined by Subordination and Convolution

Cotîrlă,

Totoi

2023

Symmetry

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Study of the fuzzy $ q- $spiral-like functions associated with the generalized linear operator

Azzam,

Breaz,

Shah

et al. 2023

MATH

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<abstract><p>Nowadays, the subclasses of analytic functions in terms of fuzzy subsets are studied by various scholars and some of these concepts are extended using the $ q- $theory of functions. In this inspiration, we introduce certain subclasses of analytic function by using the notion of fuzzy subsets along with the idea of $ q- $calculus. We present the $ q- $extensions of the fuzzy spiral-like functions of a complex order. We generalize this class using the $ q- $analogues of the Ruscheweyh derivative and Srivastava-Attiya operators. Various interesting properties are examined for the newly defined subclasses. Also, some previously investigated results are deduced as the corollaries of our major results.</p></abstract>

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Evolution for First Eigenvalue of LT,f on an Evolving Riemannian Manifold

Cited by 2 publications

References 24 publications

On Classes of Meromorphic Functions Defined by Subordination and Convolution

On Classes of Meromorphic Functions Defined by Subordination and Convolution

Study of the fuzzy $ q- $spiral-like functions associated with the generalized linear operator

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