University of Information Technology and Sciences (UITS), the first IT-based private university in Bangladesh was founded on 7 August 2003 as a non-profit organization. INFORMATION SCIENCE AND TECHNOLOGY SOLUTION LTD. (ISTS), a concern of PHP group headed by Alhaj Sufi Mohamed Mizanur Rahman Chowdhury is the sponsor of UITS.
UITS added the latest education system to its curriculum to developing the knowledge and skills of the students as well as integrated human values in the education system. UITS is a science and technological knowledge-based center that provides marketable skills for younger generations who may be gainfully employed both national and international organizations.
UITS introduced students with highest qualified faculties with foreign degrees
UITS forms a community of Bangladesh's brightest minds and most committed educators; and create opportunities for them to meet their academic and human potential. We believe in open and respectful interaction with students, and among its staff at all levels.
University of Information Technology & Sciences (UITS) is committed to publishing high-quality research and phenomenal works from academicians, scientists, engineers, business specialists, sociologists/ social scientists and lawyers/law makers
UITS located at Baridhara diplomatic zone with a beautiful campus of 1.3 acors of land. Quality education at affordable cost & Find all the resources you need here to thrive during your tenure at UITS.
01671412367
saraban.tahora@uits.edu.bd
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Master of Science in Applied Mathematics (University of Dhaka) Bachelor of Science in Mathematics (University of Dhaka)
1. Assistant Professor August 01, 2018 to till date (UITS) 2. Lecturer October 02, 2010 to July 31, 2018 (UITS)
1. Project: Lattice of Fuzzy Numbers (Fuzzy sets, Fuzzy numbers, Fuzzy arithmetic, Lattice of fuzzy numbers with some relevant definitions, important theorems, statements and examples). 2. Thesis: Manifolds with Cohomology and Riemannian Geometry (Topological Manifolds, Local theory of Manifolds, Lie Groups and Lie Algebra, Multilinear Algebra, Sequences and cohomology, de Rham cohomology, p^th de Rham cohomology space, Riemannian Geometry).
