17 citations · 18 across the 6 of their papers we have counts for
7 papers
Convex geometries representable with colors, by ellipses on the plane, and impossible by circles
Kira Adaricheva, Evan Daisy, Ayush Garg +5
A convex geometry is a closure system satisfying the anti-exchange property. This paper, following the work of K. Adaricheva and M. Bolat (2016) and the Polymath REU 2020 team, con…
Towards efficient end-to-end speech recognition with biologically-inspired neural networks
Thomas Bohnstingl, Ayush Garg, Stanisław Woźniak +3
Automatic speech recognition (ASR) is a capability which enables a program to process human speech into a written form. Recent developments in artificial intelligence (AI) have led…
MIPE: A Metric Independent Pipeline for Effective Code-Mixed NLG Evaluation
Ayush Garg, Sammed S Kagi, Vivek Srivastava +1
Code-mixing is a phenomenon of mixing words and phrases from two or more languages in a single utterance of speech and text. Due to the high linguistic diversity, code-mixing prese…
Isolating Functions at the Hardware Limit with Virtines
Nicholas C. Wanninger, Joshua J. Bowden, Kirtankumar Shetty +2
An important class of applications, including programs that leverage third-party libraries, programs that use user-defined functions in databases, and serverless applications, bene…
Convex geometries representable by at most 5 circles on the plane
PolyMath REU Convex Geometries Collaboration, Kira Adaricheva, Madina Bolat +18
A convex geometry is a closure system satisfying the anti-exchange property. In this work we document all convex geometries on 4- and 5-element base sets with respect to their repr…
SEAL: Scientific Keyphrase Extraction and Classification
Ayush Garg, Sammed Shantinath Kagi, Mayank Singh
Automatic scientific keyphrase extraction is a challenging problem facilitating several downstream scholarly tasks like search, recommendation, and ranking. In this paper, we intro…