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20122025
most citedSparse recovery guarantees for block orthogonal binary matrices constructed via Generalized Euler Squares

1 citations · 2 across the 6 of their papers we have counts for

collaborators

7 papers

eess.SY2025

Minimum Attention Control (MAC) in a Receding Horizon Framework with Applications

Ganesh Teja Theertham, Santhosh Kumar Varanasi, Phanindra Jampana

Minimum Attention Control (MAC) is a control technique that provides minimal input changes to meet the control objective. Mathematically, the zero norm of the input changes is used…

math.CO2019★ 1 cited

Sparse recovery guarantees for block orthogonal binary matrices constructed via Generalized Euler Squares

Pradip Sasmal, Phanindra Jampana, C. S. Sastry

In recent times, the construction of deterministic matrices has gained popularity as an alternative of random matrices as they provide guarantees for recovery of sparse signals. In…

math.NA2017

Construction of Structured Incoherent Unit Norm Tight Frames

Pradip Sasmal, Phanindra Jampana, C. S. Sastry

The exact recovery property of Basis pursuit (BP) and Orthogonal Matching Pursuit (OMP) has a relation with the coherence of the underlying frame. A frame with low coherence provid…

math.OC2016★ 1 cited

Nullspace Property for Optimality of Minimum Frame Angle Under Invertible Linear Operators

Pradip Sasmal, Prasad Theeda, Phanindra Jampana +1

Orthogonal Matching Pursuit and Basis Pursuit are popular reconstruction algorithms for recovery of sparse signals. The exact recovery property of both the methods has a relation w…

cs.IT2015

Deterministic construction of sparse binary and ternary matrices from existing binary sensing matrices

Pradip Sasmal, R. Ramu Naidu, C. S. Sastry +1

In the present work, we discuss a procedure for constructing sparse binary and ternary matrices from existing two binary sensing matrices. The matrices that we construct have sever…

math.OC2015

Deterministic compressed sensing matrices: Construction via Euler Squares and applications

R. Ramu Naidu, C. S. Sastry, Phanindra Jampana

In Compressed Sensing the matrices that satisfy the Restricted Isometry Property (RIP) play an important role. But to date, very few results for designing such matrices are availab…

stat.OT2012

Sparse solution of overdetermined linear systems when the columns of are orthogonal

Phanindra V. Jampana, Sastry S. Challa

In this paper, we consider the problem of obtaining the best -sparse solution of subject to the constraint that the columns of are orthogonal. The naive approach for…