Course : | M.Sc.(Engg.) |
Department : | C.S.A. |
Date of Passing : |
Application for the post of .........................................
at ......................................................
Name | KUNTAL DAS BARMAN |
Date of Birth | 6th November, 1975 |
Age | 25 |
Place of Birth | Durgapur(West Bengal) |
Permanent Address | 1A/15 VIDHYAPATI ROAD DURGAPUR - 713205, WEST BENGAL, INDIA Phone (+91/0) 343 56 6470 |
Present/Contact Address | PD - 201, INDIAN INSTITUTE OF SCIENCE, BANGALORE - 560012, INDIA Phone (+91/0) 80 309 2559 |
e-mail address | kuntal@csa.iisc.ernet.in |
Marital Status | BACHELOR |
Nationality | INDIAN |
Known Languages | ENGLISH, HINDI, BENGALI, FRENCH, GERMAN |
Educational Qualification:
Examination passed | Board/Institute | Year | C.G.P.A. |
M.Sc.(Engg.)(Comp. Sc. and Auto.) | INDIAN INSTITUTE OF SCIENCE | 2000-01 | 6.4/8 |
B.E. (Computer Science and Engg.) | Jadavpur University, Calcutta | 1998 | 77% |
Higher Secondary | W.B. Council of H.S. Education | 1994 | 80% |
Madhyamik | W.B. Board of Secondary Education | 1992 | 80% |
Details of courses done at the Institute:
Sem I |
Formal Methods in Computer Science |
Topics in Optimization |
Cryptography and Coding Theory |
Sem II |
Design and Analysis of Algorithms |
Computational Geometry |
Research: A Survey on the Approximation Techniques for Network
Design and Multiple Tool Milling Problems
This survey starts with the study of General Approximation techniques for constrained forest problems by M. Goemans and D. Williamson. Then it goes on surveying how one can use this technique to get a constant factor approximation for k Minimum Spanning Tree, which includes 3-Approximation by Naveen Garg, 2.5-Approximation by Sunil Arya and Ramesh Hariharan and (2 + epsilon)-Approximation by Sanjeev Arrora and George Karakostas. Then it shows how the general approximation techniques can be applied on other related problems to get a constant factor approximation. This survey also includes an exact algorithm and a constant factor approximation for the Multiple Tool Milling Problem On A Straight Line. It finally concludes how the general approximation technique by Goemans and Williamson can be used on Multiple Tool Milling Problem.
Major Projects in B.E.:
Field of Special Interest:
Approximation Algorithms and Randomized Algorithms.
Software Skills:
Programming Languages : C++, C, PASCAL, PERL, Shell Programming,
JAVA, CAML
Operating system : Unix, Linux, Solaris, DOS, Windows 98
Extra Curricular Activities:
References:
Dr. Ramesh Hariharan CSA Dept, IISc, Bangalore |
Dr. V. Vinay CSA Dept, IISc, Bangalore |
Place: Bangalore Signature
Date : CSA Department
Indian Institute of Science,
Bangalore-560012