Siddharth Bhandari

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cs.IT2024

Improved Upper Bound for the Size of a Trifferent Code

Siddharth Bhandari, Abhishek Khetan

A subset $C \subseteq {0, 1, 2}^{n}$ is said to be a $trifferent$ code (of block length $n$ ) if for every three distinct codewords $x, y, z \in C$ , there is…

cs.IT2018

Bounds on the Zero-Error List-Decoding Capacity of the $q / (q - 1)$ Channel

Siddharth Bhandari, Jaikumar Radhakrishnan

We consider the problem of determining the zero-error list-decoding capacity of the $q / (q - 1)$ channel studied by Elias (1988). The $q / (q - 1)$ channel has input and output alphabet c…

Improved Upper Bound for the Size of a Trifferent Code

Bounds on the Zero-Error List-Decoding Capacity of the q/(q−1) Channel

Bounds on the Zero-Error List-Decoding Capacity of the $q / (q - 1)$ Channel