activity
20062024
most citedSchwarzian Derivative Criteria for Valence of Analytic and Harmonic Mappings

27 citations · 60 across the 15 of their papers we have counts for

collaborators

17 papers

eess.SP2024

Numerical Stability of DFT Computation for Signals with Structured Support

Charantej Reddy Pochimireddy, Aditya Siripuram, Brad Osgood

We consider the problem of building numerically stable algorithms for computing Discrete Fourier Transform (DFT) of - length signals with known frequency support of size . A…

math.CV2023

Best Möbius approximations of convex and concave mappings

Martin Chuaqui, Brad Osgood

We study the best Möbius approximations (BMA) to convex and concave conformal mappings of the disk, including the special case of mappings onto convex polygons. The crucial factor…

eess.SP2022★ 3 cited

Fast DFT Computation for Signals with Structured Support

Charantej Reddy P, Aditya Siripuram, Brad Osgood

Suppose an length signal has known frequency support of size . Given sample access to this signal, how fast can we compute the DFT? The answer to this question depends on th…

math.CA2021

A Note on the Convolution of Circle Impulses

Brad Osgood

We present a formula for the convolution of two circle impulses. The derivation uses a classical addition theorem for Bessel functions.

eess.SP2021★ 5 cited

Computing the Discrete Fourier Transform of signals with spectral frequency support

P Charantej Reddy, V S S Prabhu Tej, Aditya Siripuram +1

We consider the problem of finding the Discrete Fourier Transform (DFT) of length signals with known frequency support of size . When is a power of 2 and the frequency…

cs.IT2020★ 6 cited

Convolution Idempotents with a given Zero-set

Aditya Siripuram, Brad Osgood

We investigate the structure of N-length discrete signals h satisfying h*h=h that vanish on a given set of indices. We motivate this problem from examples in sampling, Fuglede's co…