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Titlebook: Recent Trends in Applied Mathematics; Select Proceedings o S. R. Mishra,T. N. Dhamala,O. D. Makinde Conference proceedings 2021 The Editor(

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Atanu Majiling functions ., .. In Sect.4 we look at a class of continuous functions . which do not generate (via the .-transform) any square-integrable sampling functions and use the Laurent transform (or .-transform) to show how . generates a possibly infinite family of non-square-integrable sampling functio
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B. Nayak,R. S. Tripathymodulo rescaling”) of irreducible group lifting factorizations in both group lifting structures. These unique factorization results can in turn be used to characterize the group-theoretic structure of the groups generated by the WS and HS group lifting structures.
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A. George Maria Selvam,R. Dhineshbabuhe .. characteristic of the weight, then its commutator [.,.] with a function . in . will be bounded on ..(.) with an operator norm bounded by the increased power . of the .. characteristic of the weight. The results are sharp in terms of the growth of the operator norm with respect to the .. charac
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Mamta Kumari,P. K. Dee held annually at the Norbert Wiener Center for Harmonic Analysis and Applications. Located at the University of Maryland, College Park, the Norbert Wiener Center provides a state-of- the-art research venue for the broad emerging area of mathematical engineering..978-3-319-38486-3978-3-319-13230-3Series ISSN 2296-5009 Series E-ISSN 2296-5017
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Swagatika Sahoo,Milu Acharya the Courant-Friedrichs-Lewy condition and the von Neumann method for stability of finite-difference schemes for solution of PDEs. A recursive algorithm of minimal complexity . for degree . and FFT-based algorithms of complexity . suitable for computation of rotation coefficients of large degrees ar
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Pankaj,P. K. De,Alok Singh the Courant-Friedrichs-Lewy condition and the von Neumann method for stability of finite-difference schemes for solution of PDEs. A recursive algorithm of minimal complexity . for degree . and FFT-based algorithms of complexity . suitable for computation of rotation coefficients of large degrees ar
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,Particle–Antiparticle Trapping in a Magnetically Quantized Plasma and Its Effect on the Evolution onment. Three different modes of propagation, the fast beam and slow beam mode and the inherent ion acoustic mode co-exist in such plasma system and the role of different degenerate plasma parameters on these wave modes are also discussed in detail. The normalized positron concentration and, velocity
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