Results 31 to 40 of about 68 (67)
Optical soliton solutions of the coupled Radhakrishnan-Kundu-Lakshmanan equation by using the extended direct algebraic approach. [PDF]
Heliyon, 2023 Mahmood A +6 more
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A Note On Matrix Refinement Equations
, 1998 . Refinement equations involving matrix masks are receiving a lot of attention these days. They can play a central role in the study of refinable finitely generated shift-invariant spaces, multiresolutions generated by more than one function, multi ...
Thomas A. Hogan
core
Convexity of ratios of the modified Bessel functions of the first kind with applications. [PDF]
Rev Mat Complut, 2022 Yang ZH, Tian JF.
europepmc +1 more source
A Note On Matrix Refinement Equations
, 1996 . Refinement equations involving matrix masks are receiving a lot of attention these days. They can play a central role in the study of refinable finitely generated shift-invariant spaces, multiresolutions generated by more than one function, multi ...
Thomas A. Hogan
core
Dependency Relations Among the Shifts of a Multivariate Refinable Distribution
, 1998 . Refinable functions are an intrinsic part of subdivision schemes and wavelet constructions. The relevant properties of such functions must usually be determined from their refinement masks.
Rong-qing Jia +3 more
core
Construction of Multiscaling Functions with Approximation and Symmetry
, 1995 . This paper presents a new and efficient way to create multi-scaling functions with given approximation order, regularity, symmetry and short support.
Gerlind Plonka +3 more
core
On Existence and Weak Stability of Matrix Refinable Functions
, 1996 : We consider the existence of distributional (or L 2 ) solutions of the matrix refinement equation b \Phi = P(\Delta=2) b \Phi(\Delta=2); where P is an r \Theta r matrix with trigonometric polynomial entries.
Qingtang Jiang, Zuowei Shen
core
Biorthogonal Wavelet Expansions
This paper is concerned with developing conditions on a given finite collection of compactly supported algebraically linearly independent refinable functions that insure the existence of biorthogonal systems of refinable functions with similar properties.
Charles A. Micchelli, Wolfgang Dahmen
core
Jensen-Steffensen inequality for strongly convex functions. [PDF]
J Inequal Appl, 2018 Klaričić Bakula M.
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Functional version for Furuta parametric relative operator entropy. [PDF]
J Inequal Appl, 2018 Raïssouli M, Furuichi S.
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