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RISA New Approach to Multiresolution Analysis Conditions on LCA Groups
Conditions under which a function generates a multiresolution analysis are investigated.
Solution of two-dimensional Volterra integral equations using shearlets
In this paper, we present a method for solving two-dimensional Volterra integral equations using
shearlet transform and the Plancherel theorem.
Simplified vanishing moment criteria for wavelets over general dilation groups, with applications to abelian and shearlet dilation groups
We consider the coorbit theory associated to a square-integrable, irreducible quasiregular representation of a semidirect product group G =Rd H. The existence of coorbit spaces for this very general setting has been recently ...
تبدیل موجک پیوسته دوبعدی وکاربردهای آن
در این مقاله به بررسی تبدیل موجک پیوسته دوبعدی وکاربرد آن در پردازش تصویر میپردازیم
Two Dimensional Wavelets and Applications in Image Analysis
Two Dimensional Wavelets are a power tool in image processing.
In this paper we use wavelets for detection of certain features in imagees.
ON DUAL SHEARLET FRAME
In This pap er, we give a necessary condition for function in L2 with its dual to
nerate a dual shearlet tight frame with resp ect to admissibility.
A Characterization of shearlet frames
In this paper we study shearlet systems and give a characterization of
sheralet frames.
Phi-factorable operators
This paper is an investigation of factorable operators on G with respect to a function-valued inner product, the so called phi-bracket product on L2(G).
Some equivalent multiresolution conditions on locally compact abelian groups
Conditions under which a function generates a multiresolution analysis are investigated.
Weyl-Heisenberg Frames and phi-Factorable Operators on LCA groups
This paper is an investigation of factorable operators, Riesz bases and Weyl-Heisenberg frames on G with respect to a function-valued inner product, the so called phi-bracket product, on L2(G) where G is a locally compact ...