Convolution Idempotents with a given Zero-set

Type: Preprint

Publication Date: 2020-01-03

Citations: 3

Locations

  • arXiv (Cornell University) - View

Similar Works

Action Title Year Authors
+ Convolution Idempotents with a given Zero-set 2020 Aditya Siripuram
Brad Osgood
+ PDF Chat Convolution Idempotents With a Given Zero-Set 2020 Aditya Siripuram
Brad Osgood
+ Discrete Sampling: A graph theoretic approach to Orthogonal Interpolation 2014 Aditya Siripuram
William Wu
Brad Osgood
+ Discrete Sampling: A graph theoretic approach to Orthogonal Interpolation 2014 Aditya Siripuram
William Ka Kei Wu
Brad Osgood
+ Discrete Sampling and Interpolation: Orthogonal Interpolation for Discrete Bandlimited Signals. 2014 Aditya Siripuram
William Wu
Brad Osgood
+ Zeros of entire Fourier transforms 2011 Dimitar K. Dimitrov
Peter Rusev
+ PDF Chat Fourier Pairs of Discrete Support with Little Structure 2015 Mihail N. Kolountzakis
+ Convolutions and zeros of orthogonal polynomials 2011 Iván Area
Dimitar K. Dimitrov
E. Godoy
+ Character Sums and Polyphase Sequence Families with Low Correlation, Discrete Fourier Transform (DFT), and Ambiguity 2013 Guang Gong
+ The Pochhammer Polynomials (x) n 2008 Keith B. Oldham
Jan C. Myland
Jerome Spanier
+ Orthogonal polynomials whose zeros are dense in intervals 1968 T. S. Chihara
+ Zeros and Residues 2018 Stephan Ramon Garcia
Javad Mashreghi
William T. Ross
+ Uniform Spacing of Zeros of Orthogonal Polynomials 2009 G. Mastroianni
Вилмос Тотик
+ A Computable Fourier Condition Generating 2009 Yue M. Lu
N. Minh
Richard S. Laugesen
+ Oscillations of Fourier coefficients over the sparse set of integers 2024 Lalit Vaishya
+ A family of digit functions with large periods 2012 Vladimir Shevelev
Peter J. C. Moses
+ A family of digit functions with large periods 2012 Vladimir Shevelev
Peter J. C. Moses
+ Discrete Fourier analysis - Structures in sumsets 2014 Olof Sisask
+ Hermite-Birkhoff interpolation on roots of unity and walsh equiconvergence 1983 R Saxena
+ Frames in Walsh analysis, Hadamard matrices, and uniformly distributed sets 2021 Yu. A. Farkov