Dr. Suman Das
Assistant Professor
Google Scholar: https://scholar.google.com/citations?user=0esxZRkAAAAJ&hl=en
Scopus: https://www.scopus.com/authid/detail.uri?authorId=57217355131
ORCID: https://orcid.org/0000-0002-8499-9303
Vidwan: https://vidwan.inflibnet.ac.in/profile/587490
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U.G |
Mathematics-I, Mathematics -II, Mathematics-IV |
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P.G |
Topology |
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Organization |
Start Date |
End Date |
Designation |
Nature of Work |
| Manipal Academy of Higher Education | 13/10/2021 | 30/03/2022 |
Assistant Professor |
Teaching and Research |
|
Name of the Student |
Topic |
Year of Award |
Co-Supervisor (if any) |
|
Ranjeet Kumar |
Quick Commerce |
Ongoing |
|
| Sanchita Bishnoi | Interpretable OOD detection |
Ongoing |
|
Title |
Sponsoring Agency |
Duration |
Amount |
Co-PI (if any) |
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Title |
Sponsoring Agency |
Duration |
Amount |
Co-Investigator (if any) |
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Authors |
Title |
Journal |
VOL. NO., PAGE NO |
YEAR |
SCI/ Scopus |
IMPACT FACTOR |
|
Suman Das, Michael Yuhas, Rachel Koh, and Arvind Easwaran. |
Interpretable Latent Space for |
ACM Transactions on Cyber-Physical Systems |
8(2): 1-26 |
2024 |
Scopus |
2.3 |
|
Suman Das, Debjani Chakraborty, László T Kóczy
|
Linear fuzzy rule base interpolation using fuzzy geometry |
International Journal of Approximate Reasoning
|
112, 105-118 |
2019 |
SCI |
3.9 |
|
Debjani Chakraborty and Suman Das |
Fuzzy geometry: Perpendicular to fuzzy line segment |
Information Sciences |
468: 213-225 |
2018 |
SCI |
8.1 |
|
Suman Das and Debjani Chakraborty |
Conceptualizing fuzzy line as a collection of fuzzy |
Information Sciences |
598, 86-100 |
2022 |
SCI |
8.1 |
|
Debjani Chakraborty and Suman Das |
Introduction to Non-Convex Fuzzy Geometry |
Fuzzy Sets |
475: 108758 |
2023 |
SCI |
3.9 |
|
Suman Das, Debjani Chakraborty, and László T. Kóczy |
Forward and backward fuzzy rule base |
Iranian Journal of Fuzzy Systems |
20(3), 127-146 |
2023 |
SCI |
2.01 |
|
Debjani Chakraborty and Suman Das |
Modified fuzzy c-mean for custom-sized clusters |
Sādhanā |
44.8: 1-7 |
2019 |
SCIE |
1.6 |
|
Suman Das and Debjani Chakraborty |
Graphical method to solve fuzzy linear programming |
Sādhanā |
47. 4: 1-11. |
2022 |
SCIE |
1.6 |
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Title |
Year |
Agency |
Co-Investigator(if any) |
Published/Granted |
