Search Results - "Wani, Shahid Ahmad"

Quasi-monomiality and convergence theorem for the Boas-Buck-Sheffer polynomials by Ahmad Wani, Shahid, Sooppy Nisar, Kottakkaran

“…A mixed family of polynomials, called the Boas-Buck-Sheffer family is introduced and their quasi-monomial properties are established in this article. Also, the…”
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Two-iterated degenerate Appell polynomials: properties and applications by Wani, Shahid Ahmad

“…AbstractIn the development of hybrid special polynomials, it is essential to incorporate the monomiality principle, operational rules, and other related…”
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A Study on Generalized Degenerate Form of 2D Appell Polynomials via Fractional Operators by Zayed, Mohra, Wani, Shahid Ahmad

“…This paper investigates the significance of generating expressions, operational principles, and defining characteristics in the study and development of…”
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Certain Properties and Characterizations of Two-Iterated Two-Dimensional Appell and Related Polynomials via Fractional Operators by Zayed, Mohra, Wani, Shahid Ahmad

“…This paper introduces the operational rule for 2-iterated 2D Appell polynomials and derives its generalized form using fractional operators. It also presents…”
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Properties and applications of generalized 1-parameter 3-variable Hermite-based Appell polynomials by Zayed, Mohra, Wani, Shahid Ahmad

“…We present a novel framework for introducing generalized 3-variable 1-parameter Hermite-based Appell polynomials. These polynomials are characterized by…”
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Certain families of differential equations associated with the generalized 1-parameter Hermite–Frobenius Euler polynomials by Zayed, Mohra, Wani, Shahid Ahmad, Subzar, Mir, Riyasat, Mumtaz

“…This study introduces a new approach to the development of generalized 1-parameter, 2-variable Hermite–Frobenius–Euler polynomials, which are characterized by…”
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Studies on Special Polynomials Involving Degenerate Appell Polynomials and Fractional Derivative by Wani, Shahid Ahmad, Abuasbeh, Kinda, Oros, Georgia Irina, Trabelsi, Salma

“…The focus of the research presented in this paper is on a new generalized family of degenerate three-variable Hermite–Appell polynomials defined here using a…”
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Properties of Multivariate Hermite Polynomials in Correlation with Frobenius–Euler Polynomials by Zayed, Mohra, Wani, Shahid Ahmad, Quintana, Yamilet

“…A comprehensive framework has been developed to apply the monomiality principle from mathematical physics to various mathematical concepts from special…”
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Several Characterizations of the Generalized 1-Parameter 3-Variable Hermite Polynomials by Wani, Shahid Ahmad, Hakami, Khalil Hadi, Zogan, Hamad

“…This paper presents a novel framework for introducing generalized 1-parameter 3-variable Hermite polynomials. These polynomials are characterized through…”
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scJVAE: A novel method for integrative analysis of multimodal single-cell data by Wani, Shahid Ahmad, Khan, Sumeer Ahmad, Quadri, S.M.K.

“…The study of cellular decision-making can be approached comprehensively using multimodal single-cell omics technology. Recent advances in multimodal…”
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Degenerate 2D bivariate Appell polynomials: properties and applications by Wani, Shahid Ahmad, Warke, Arundhati, Dar, Javid Gani

“…The development of certain aspects of hybrid special polynomials after incorporating monomiality principle, operational rules, and other properties and their…”
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Unveiling the Potential of Sheffer Polynomials: Exploring Approximation Features with Jakimovski–Leviatan Operators by Zayed, Mohra, Wani, Shahid Ahmad, Bhat, Mohammad Younus

“…In this article, we explore the construction of Jakimovski–Leviatan operators for Durrmeyer-type approximation using Sheffer polynomials. Constructing positive…”
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Mixed-Type Hypergeometric Bernoulli–Gegenbauer Polynomials by Peralta, Dionisio, Quintana, Yamilet, Wani, Shahid Ahmad

“…In this paper, we consider a novel family of the mixed-type hypergeometric Bernoulli–Gegenbauer polynomials. This family represents a fascinating fusion…”
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Exploring Properties and Applications of Laguerre Special Polynomials Involving the Δh Form by Alam, Noor, Wani, Shahid Ahmad, Khan, Waseem Ahmad, Gassem, Fakhredine, Altaleb, Anas

“…The primary objective of this research is to introduce and investigate novel polynomial variants termed Δh Laguerre polynomials. This unique polynomial type…”
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Advancements in $ q $-Hermite-Appell polynomials: a three-dimensional exploration by Zayed, Mohra, Wani, Shahid Ahmad, Ramírez, William, Cesarano, Clemente

“…In this research, we leverage various $ q $-calculus identities to introduce the notion of $ q $-Hermite-Appell polynomials involving three variables,…”
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Certain Properties and Characterizations of Multivariable Hermite-Based Appell Polynomials via Factorization Method by Zayed, Mohra, Wani, Shahid Ahmad, Mahnashi, Ali M.

“…This paper introduces a new type of polynomials generated through the convolution of generalized multivariable Hermite polynomials and Appell polynomials. The…”
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Certain approximation properties of Brenke polynomials using Jakimovski–Leviatan operators by Wani, Shahid Ahmad, Mursaleen, M., Nisar, Kottakkaran Sooppy

“…In this article, we establish the approximation by Durrmeyer type Jakimovski–Leviatan operators involving the Brenke type polynomials. The positive linear…”
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On Convoluted Forms of Multivariate Legendre-Hermite Polynomials with Algebraic Matrix Based Approach by Riyasat, Mumtaz, Alali, Amal S., Wani, Shahid Ahmad, Khan, Subuhi

“…The main purpose of this article is to construct a new class of multivariate Legendre-Hermite-Apostol type Frobenius-Euler polynomials. A number of significant…”
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Some Families of Differential Equations Associated with Multivariate Hermite Polynomials by Alkahtani, Badr Saad T., Alazman, Ibtehal, Wani, Shahid Ahmad

“…In this article, the recurrence relations and shift operators for multivariate Hermite polynomials are derived using the factorization approach. Families of…”
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A study on extended form of multivariable Hermite-Apostol type Frobenius-Euler polynomials via fractional operators by Zayed, Mohra, Wani, Shahid Ahmad, Oros, Georgia Irina, Ramŕez, William

“…Originally developed within the realm of mathematical physics, integral transformations have transcended their origins and now find wide application across…”
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