Megha Gupta
University College Dublin, Badhaan, Tradl Technologies Pvt Ltd, Indian Institute of Technology Hyderabad, University of Delhi, Carelon Global Solutions
About
I am a passionate researcher and Marie Skłodowska-Curie Research Fellow, focused on developing machine learning pipelines for rare neurodevelopmental disorders. My expertise spans machine learning, biostatistics, and fuzzy set theory, with a strong emphasis on solving real-world challenges through innovative methodologies.
I hold a PhD in Mathematics from IIT Hyderabad, complemented by professional experiences, including internships in AI and ML, where I gained hands-on expertise in NLP, Large Language Models, and frameworks like Pytorch.
Beyond research, I am dedicated to fostering global scientific collaboration, mentoring aspiring scientists, and translating cutting-edge innovation into impactful real-world solutions.
Employment
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University College Dublin Marie Curie Postdoctoral Fellow2024 - Present
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Badhaan, Tradl Technologies Pvt Ltd Machine Learning Intern2024 - 2034
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Carelon Global Solutions AI Intern2023 - 2024
Education
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Indian Institute of Technology Hyderabad Ph.D.2018 - 2023
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Indian Institute of Technology Hyderabad M.Sc. in Mathematics and Computing2016 - 2018
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University of Delhi B.Sc. (Honours)2013 - 2016
Projects & Funding
Projects & funding information is unavailable.
Publications (12)
- Appropriateness of distances in nearest neighbour classification: a monometric perspective Save
- On the Existence of Non-trivial Monometrics on Betweenness Relations: Some Sufficient Conditions Save
- Distance functions from fuzzy logic connectives: A state-of-the-art survey Save
- Metrics from Fuzzy Implications and Their Application Save
- Pseudo-monometrics from fuzzy implications Save
- A Study of Monometrics from Fuzzy Logic Connectives Save
- Fuzzy Implications Using Bandler-Kohout Subproduct Save
- Monometrics on Lattice Betweenness Using Fuzzy Implications Save
- Fuzzy compatibility relations and pseudo-monometrics: Some correspondences Save
- Monodistances from Fuzzy Implications Save