Raju Chowdhury
Radical of a ring Von Neumann regular ring Principal ideal ring Regular local ring Algebra and Number Theory

Bio

Raju Chowdhury is a dedicated academic and researcher affiliated with Stamford University Bangladesh, where he serves as a Lecturer in the Department of Natural Science. His academic journey includes a B.Sc and M.Sc in Mathematics, followed by an M.Phil in Applied Mathematics with a focus on heat and mass transfer. With a strong foundation in mathematical sciences, his research interests span thermal science, fluid flow, computational fluid dynamics, and nanotechnology. He has authored a paper titled 'Proof of J is a Radical Class Using Amitsur Theorem' and has contributed to the academic community as a reviewer for the Global Journal of Research in Engineering. His work reflects a commitment to advancing knowledge in both pure and applied mathematics.

Educational Journey

B.Sc & M.Sc (Mathematics) M.Phil (Applied Mathematics)

Experience

Senior Lecturer (Mathematics)

0 - 0 • Department of Natural Science

Research

Proof of J is a Radical Class Using Amitsur Theorem

Article October 9, 2012

The aim of this paper is to study radical class of rings, right quasi-regular rings and finally, to prove that J , the class of all right quasi-regular rings is a radical class. Amitsur gives a theorem of radical class for the sufficient condition that a class of rings would be a radical class. This paper represents, the proof of, J is a radical class using the theorem of radical class given by Amitsur.