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Conference Proceedings

Sahasranand, KR and Tyagi, Himanshu (2018) Extra Samples can Reduce the Communication for Independence Testing. In: IEEE International Symposium on Information Theory (ISIT), JUN 17-22, 2018, Vail, CO, pp. 2316-2320.

Sahasranand, KR and Sharma, Vinod (2015) Distributed Nonparametric Sequential Spectrum Sensing under Electromagnetic Interference. In: IEEE International Conference on Communications (ICC), JUN 08-12, 2015, London, ENGLAND, pp. 7521-7527.

Sahasranand, KR and Sharma, Vinod (2015) Performance of Spectrum Sensing Algorithms Under Fading, Electromagnetic Interference and Outliers. In: 21st National Conference on Communications (NCC), FEB 27-MAR 01, 2015, Indian Inst Technol, Bombay, INDIA.

Ganguly, Shouvik and Sahasranand, KR and Sharma, Vinod (2014) A New Algorithm for Nonparametric Sequential Detection. In: 20th National Conference on Communications (NCC), FEB 28-MAR 02, 2014, Kanpur, INDIA.

Conference Paper

Deekshith, PK and Sahasranand, KR (2017) Polar Codes over Fading Channels with Power and Delay Constraints. In: INTERNATIONAL SYMPOSIUM ON WIRELESS COMMUNICATION SYSTEMS (ISWCS), AUG 28-31, 2017, Bologna, ITALY, pp. 37-42.

Journal Article

Sahasranand, KR and Joseph, FC and Tyagi, H and Gurrala, G and Joglekar, A (2022) Anomaly-Aware Adaptive Sampling for Electrical Signal Compression. In: IEEE Transactions on Smart Grid, 13 (3). pp. 2185-2196.

Sahasranand, KR (2022) Dithered A/D Conversion of Bandlimited Signals Under Frequency Band Uncertainty. In: IEEE Signal Processing Letters, 29 . pp. 493-497.

Sahasranand, KR and Tyagi, H (2021) Communication Complexity of Distributed High Dimensional Correlation Testing. In: IEEE Transactions on Information Theory, 67 (9). pp. 6082-6095.

Joglekar, A and Gurrala, G and Kumar, P and Joseph, FC and Kiran, TS and Sahasranand, KR and Tyagi, H (2021) Open-Source Heterogeneous Constrained Edge-Computing Platform for Smart Grid Measurements. In: IEEE Transactions on Instrumentation and Measurement, 70 .

Sahasranand, KR (2021) The p-norm of circulant matrices via Fourier analysis. In: Concrete Operators, 9 (1). pp. 1-5.