Personal Details
| Date of Birth | 2nd August, 1983 | |
| Nationality | Indian | |
| Sex | Male | |
| Educational Status | Final Year Undergraduate, | |
| Computer Science and Engineering, | ||
| IIT Kharagpur. | ||
| Expected Date | ||
| of Graduation | May, 2005 | |
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Siddhartha Brahma C/O Prof. R.K.Brahma Qtr. No. C1-121, IIT Campus Kharagpur - 721302 West Bengal, India |
Email : [email protected] |
Academic Background
| Majoring in Computer Science and Engineering |
| Degree : Bachelor of Technology (Honors) |
| Overall C.G.P.A(at the end of 6th semester) : 9.75 (on a scale of 10) |
| Major C.G.P.A(at the end of 6th semester) : 10.00 (on a scale of 10) |
| Institute rank : 1st among approx. 400 students |
| GRE : 1490 (Verbal 690 + Quant. 800) |
| TOEFL : 287 (List. 29 + Stru./Wri. 28 + Read. 29) |
| Examination | Year | Percentage | Institution |
| Secondary (CBSE) | 1999 | 90.4% | Kendriya Vidyalaya, IIT Kharagpur |
| Higher Secondary (CBSE) | 2001 | 85.8% | Kendriya Vidyalaya, IIT Kharagpur |
Academic Honours and Achievements
(in reverse chronological order)
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Research Interests
Theoretical Computer Science and Algorithms
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Publications
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1. A linear worst-case lower bound on the number of holes inside regions visible due to
multiple diffuse reflections. link(ps) (with S.P.Pal, Dilip Sarkar) (Accepted for publication in the Journal of Geometry) |
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2. Landcover classification in MRF context using Dempster-Shafer
fusion for multisensor imagery. link(pdf) (with A.Sarkar, A.Banerjee, N.Banerjee, B.Kartikeyan , M.Chakraborty and K. L.Majumder) (Accepted for publication in IEEE Transactions on Image Processing) |
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3. Computing sharp and scalable bounds on the distance of an approximate zero
from an exact zero of an analytic function. link(ps) (with S.P.Pal, Sudhir K. Singh) (Submitted to Computing, Springer-Verlag) |
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4. A new and novel approach for finding upper bounds on the distance
of an approximate zero from an exact zero of a univariate polynomial.
link(ps) (with P.H.D.Ramakrishna, S.P.Pal, H.Basu) (Accepted for publication in the International Journal of Computer Mathematics) |
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5. A MRF based segmentation approach to classification using Dempster-Shafer fusion for
multisensor imagery. (with A.Sarkar, N.Banerjee, P. Nair, A.Banerjee, B.Kartikeyan and K. L.Majumder) ( To appear in the proceedings of the International Conference on Image Ananlysis and Recognition, Porto, Portugal (ICIAR-2004), LNCS, Springer-Verlag) |
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6. Fair leader election through randomized voting. link(ps) (with Sandeep Macharla, S.P.Pal, Sudhir K. Singh) (To appear in the proceedings of International Conference on Distributed Computing and Internet Technology, Bhubaneswar, India, (ICDCIT-2004), LNCS, Springer-Verlag ) |
Research Projects
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My undergrad major project work is on the topic of Visibility Polygons for Diffuse Reflections. In this model of reflection we assume that light falling on an edge of a simple polygon gets reflected in all directions. This work includes proving new bounds on the number of diffuse reflections required to flood a simple polygon fully from a point light source. It also includes designing algorithms to compute the minimum diffuse reflection path between two points. We also worked on the problem of bounding the combinatorial complexity of visibility polygons for multiple diffuse reflections. We have obtained new results for lower and upper bounds on the combinatorial complexity of diffuse reflection visibility polygons. |
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This work is related to the computation of bounds on errors in zeros of univariate polynomials and analytic functions. Using a new and novel approach involving Rouche's theorem, we obtain very sharp error bounds. We have also generalized it to more general analytic functions, provided we can compute good bounds on a certain cyclic integral. |
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In this work we studied ways of compressing graphs which may have applications in compressing web graphs. The particular method that we have worked on uses a theorem due to Sabidussi to convert vertex transitive graphs into Cayley graphs, which may have a short representation via the underlying abelian group. |
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This work is a part of an Indian Space Research Organisation (ISRO) project concerning landuse and landcover classification. Here we applied ideas from Markov Random Fields and Dampster-Shafer Theory to develop new algorithms for segmentation and classification of multispectral images. As an extension of this project we tried to use information from auxilliary sources like maps,roads,etc to increase classification accuracy and obtain Level 3 classification,as defined by the Anderson Classification scheme. |
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Quantum Computing really fascinates me and I have been reading QC for more than 1 year now. Apart from reading the basic literature, and several papers I have been particularly interested in Quantum Random Walks and Entanglement assisted Quantum Information Processing. |
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This study is related to various issues in randomized leader election problems. We have defined a notion of fairness in leader election and proposed new randomized algorithms for fair leader election with optimal bit complexity in a ring network. |
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This project is related to the factoring problem. We did a survey of known methods and figuring out problems in the current approaches that have resisted a polynomial solution. Although nothing new was discovered, I had a great time studying algebraic number theory and admiring the great works of Gauss and Lenstra. |
Other Projects
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Relevant Courses Undertaken at Undergraduate Level
| 1 | Mathematics I | 11 | Computer Organisation and Architecture |
| 2 | Mathematics II | 12 | Probability and Statistics |
| 3 | Basic Electronics | 13 | Operating Systems |
| 4 | Physics I | 14 | Cryptography and Network Security |
| 5 | Discrete Structures | 15 | Computational Geometry |
| 6 | Switching Circuits and Logic Design |
16 | Computatonal Complexity |
| 7 | Design and Analysis of Algorithms |
17 | Computer Networks |
| 8 | Formal Language and Automata Theory |
18 | Machine Learning |
| 9 | Classical Mechanics | 19 | Computer Graphics |
| 10 | Linear Algebra | 20 | Selected topics in Algorithms |