11 citations · 12 across the 8 of their papers we have counts for
8 papers
Erdős Matching (Conjecture) Theorem
Tapas Kumar Mishra
Let be a family of -sized subsets of that does not contain pairwise disjoint subsets. The Erdős Matching Conjecture, a celebrated and long-standing open…
Novel Human Machine Interface via Robust Hand Gesture Recognition System using Channel Pruned YOLOv5s Model
Abir Sen, Tapas Kumar Mishra, Ratnakar Dash
Hand gesture recognition (HGR) is a vital component in enhancing the human-computer interaction experience, particularly in multimedia applications, such as virtual reality, gaming…
Multilingual Neural Machine Translation System for Indic to Indic Languages
Sudhansu Bala Das, Divyajyoti Panda, Tapas Kumar Mishra +2
This paper gives an Indic-to-Indic (IL-IL) MNMT baseline model for 11 ILs implemented on the Samanantar corpus and analyzed on the Flores-200 corpus. All the models are evaluated u…
Statistical Machine Translation for Indic Languages
Sudhansu Bala Das, Divyajoti Panda, Tapas Kumar Mishra +1
Machine Translation (MT) system generally aims at automatic representation of source language into target language retaining the originality of context using various Natural Langua…
-wise fractional -intersecting family
Tapas Kumar Mishra
Let , where for every , is an irreducible fraction. Let $\mathcal{F} = \{A_1, \ldots , A_m…
Partially perfect hash functions for intersecting families
Tapas Kumar Mishra
Consider a large network with unknown number of nodes. Some of these nodes coordinate to perform tasks. The number of such coordination groups is also unknown. The only information…
Induced bisecting families for hypergraphs
Niranjan Balachandran, Rogers Mathew, Tapas Kumar Mishra +1
Two -dimensional vectors and , , are said to be \emph{trivially orthogonal} if in every coordinate , at least one of or is…
Bisecting and D-secting families for set systems
Niranjan Balachandran, Rogers Mathew, Tapas Kumar Mishra +1
Let be any positive integer and be a family of subsets of . A family is said to be -\emph{secting} for if for every $A \in \m…