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Iam Delighted to Present the Annual Report Of
From the Director’s Desk am delighted to present the Annual Report of the &Communications were planned. One may recall that Indian Statistical Institute for the year 2018-19. This on June 29, 2017, the then Hon’ble President of India, I Institute that started its journey in December 1931 in Shri Pranab Mukherjee, had inaugurated the 125th Birth Kolkata has today grown into a unique institution of higher Anniversary Celebrations of Mahalanobis. learning spread over several cities of India. The Institute, founded by the visionary PC Mahalanobis, continues It is always a delight to inform that once again the its glorious tradition of disseminating knowledge in Institute faculty members have been recognized both Statistics, Mathematics, Computer Science, Quantitative nationally and internationally with a large number of Economics and related subjects. The year 2018-19 saw honors and awards. I mention some of these here. In the formation of the new Council of the Institute. I am 2018, Arunava Sen was conferred the TWAS-Siwei Cheng delighted to welcome Shri Bibek Debroy as the President Prize in Economics and Sanghamitra Bandyopadhyay of the Institute. It is also a privilege that Professor was conferred the TWAS Prize Engineering Sciences in Goverdhan Mehta continues to guide the Institute as the Trieste, Italy. Arup Bose was selected as J.C. Bose Fellow Chairman of the Council. for 2019-2023 after having completed one term of this fellowship from 2014 to 2018. Nikhil Ranjan Pal was The Institute conducted its 53rd Convocation in January appointed President, IEEE Computational Intelligence 2019. The Institute was happy to have Lord Meghnad Society. -
Infosys Prize 2017
Infosys Science Foundation INFOSYS PRIZE 2017 The Romanesco broccoli has fascinated photographers the world over. The brilliant chartreuse and the mesmerizing spiral spines belong to an edible flower bud of the species Brassica oleracea. Grown in Italy since the 16th century, this broccoli- cauliflower hybrid is nutritionally rich, with a delicate nutty flavor. Romanesco thus demands as much interest from chefs as from botanists and researchers. But it doesn’t stop there – peer closely and you will see just how incredible it really is. For it is one of the earth’s most stunning natural fractals. In other words, each of its buds is composed of a series of smaller buds, all arranged in yet another logarithmic spiral. The same pattern continues at several diminishing size levels. Studies of fractals found in nature, such as a snowflake or lightning bolts or indeed the Romanesco broccoli, trace a path to modern applications in computer graphics. We tend to divide and study distinct subjects – physics, biology, math, engineering and so on – only to find one interconnected universe. And it gets even more bizarre. The number of spirals on the head of a Romanesco broccoli is a natural approximation of the Fibonacci number. Named after the Italian mathematician, the Fibonacci spiral is a logarithmic spiral where every quarter turn is farther from the origin by a factor of phi, the golden ratio. How about that for a little bit of math in your soup? ENGINEERING AND COMPUTER SCIENCE The Infosys Prize 2017 in Engineering and Computer Science is awarded to Prof. Sanghamitra Bandyopadhyay for her scholarly record in algorithmic optimization and for its significant impact on biological data analysis. -
A Celebration of Mathematics 2018 Ramanujan Prize Award
SRINIVASA RAMANUJAN A CELEBRATION OF MATHEMATICS Srinivasa Ramanujan was born in 1887 in Erode, Tamil Nadu, India. He grew up in poverty and hardship. Ramanujan was unable to pass his school examinations, and could only obtain a clerk’s position in the city of Madras. 2018 RAMANUJAN PRIZE However, he was a genius in pure mathematics and essentially self-taught from a single text book that was available to him. He continued to pursue AWARD CEREMONY his own mathematics, and sent letters to three mathematicians in England, containing some of his results. While two of the three returned the letters unopened, G.H. Hardy recognized Ramanujan’s intrinsic mathematical ability and arranged for him to go to Cambridge. Hardy was thus responsible for ICTP making Ramanujan’s work known to the world during the latter’s own lifetime. Ramanujan made spectacular contributions to elliptic functions, continued 9 November 2018 fractions, infinite series, and analytical theory of numbers. His health deteriorated rapidly while in England. He was sent home to recuperate in 1919, but died the next year at the age of 32. RAMANUJAN PRIZE In 2005 the Abdus Salam International Centre for Theoretical Physics (ICTP) established the Srinivasa Ramanujan Prize for Young Mathematicians from Developing Countries, named after the mathematics genius from India. This Prize is awarded annually to a mathematician under 45. Since the mandate of ICTP is to strengthen science in developing countries, the Ramanujan Prize has been created for mathematicians from developing countries. Since Ramanujan is the quintessential symbol of the best in mathematics from the developing world, naming the Prize after him seemed entirely appropriate. -
B3-I School of Mathematics (Math)
B3-I School of Mathematics (Math) Evaluative Report of Departments (B3) I-Math-1 School of Mathematics 1. Name of the Department : School of Mathematics (Math) 2. Year of establishment : 1945 3. Is the Department part of a School/Faculty of the university? It is an entire School. 4. Names of programmes offered (UG, PG, M.Phil., Ph.D., Integrated Masters; Integrated Ph.D., D. Sc, D. Litt, etc.) 1. Ph.D. 2. Integrated M.Sc.-Ph.D. The minimum eligibility criterion for admission to the Ph.D. programme is a Master's degree in any of Mathematics/Statistics/Science/Technology (M.A. / M.Sc. / M. Math / M. Stat / M.E. / M. Tech.). The minimum eligibility criterion for admission to the Integrated Ph.D. programme is a Bachelor's degree in any of Mathematics/Statistics/Science/Technology (B.A. / B.Sc. / B. Math. / B. Stat. / B.E. / B. Tech.). Students without a Master's degree will generally be admitted to the Integrated Ph.D. program and will obtain an M.Sc. degree along the way subject to the completion of all requirements. Students with a four-year Bachelor's degree may be considered for admission to the Ph.D. Programme. 5. Interdisciplinary programmes and departments involved None 6. Courses in collaboration with other universities, industries, foreign institutions, etc. None TIFR NAAC Self-Study Report 2016 I-Math-2 Evaluative Report of Departments (B3) 7. Details of programmes discontinued, if any, with reasons There are no such programmes. 8. Examination System: Annual/Semester/Trimester/Choice Based Credit System There is an evaluation at the end of each semester course, based on assignments and written examinations, and an annual evaluation of courses based on an interview. -
MATHEMATICAL SCIENCES I. Core Members 1. Prof. Kapil Hari
PROGRAMME ADVISORY COMMITTEE : MATHEMATICAL SCIENCES I. Core Members 1. Prof. Kapil Hari Paranjape ( Chairperson) Department of Mathematics Indian Institute of Science Education and Research, Mohali 2. Prof. Mythily Ramaswamy Tata Institute of Fundamental Research Centre for Applicable Mathematics, Bangalore 3. Prof. Shobha Madan Department of Mathematics and Statistics Indian Institute of Technology Kanpur, Kanpur 4. Prof. J K Verma, Dept of Mathematics Indian Institute of Technology, Bombay, Mumbai 5. Prof. T. Amaranath Department of Mathematics & Statistics University of Hyderabad, Hyderabad 6. Prof. Probal Chaudhury Theoretical Statistics and Mathematics Unit, Indian Statistical Institute, Kolkata 7. Dr. K. Karunakaran Magesh Kumar (Member Secretary) Scientist C Science and Engineering Research Board, New Delhi II Members for Co-option 1. Prof. Dilip P. Patil, Department of Mathematics, Indian Institute of Science, Bangalore 2. Prof. Satya Deo, Department of Mathematics, Harish Chandra Research Institute, Allahabad 3. Prof. Mahan Mj, Ramkrishna Mission Vivekananda University,Howrah 4. Prof. S. Ponnusamy, Department of Mathematics, Indian Institute of TechnologyMadras, Chennai 5. Prof. V. Ravichandran, Department of Mathematics, University of Delhi, Delhi 6. Prof. S. Sundar, Department of Mathematics, Indian Institute of TechnologyMadras, Chennai 7. Prof. B.V. Rathish Kumar, Department of Mathematics and Statstics Indian Institute of TechnologyKanpur, Kanpur 8. Prof. Vivek S. Borkar, Deptt. of Electrical Engg., Indian Institute of TechnologyBombay, Mumbai 9. Prof. Eknath Ghate, School of Mathematics, Tata Institute of Fundamental Research, Mumbai 10. Prof. B.K. Dass, University of Delhi, Delhi 11. Prof. S. Arumugam, Kalasalingam University,Krishnankoil 12. Prof. Arup Bose, Theoretical Statistics and Mathematics Unit, Indian Statistical Institute, Kolkata 13. Prof. Ashis Sen Gupta, Applied Statistics Division Indian Statistical Institute, 203, B.T. -
(Ecole Polytechnique, Palaiseau, France) Yves Andre
PARTICIPANTS Emiliano Ambrosi (Ecole Polytechnique, Palaiseau, France) Yves Andre (CNRS, Paris, France) Dario Antolini (University of Rome, Italy) Stanislav Atanasov (Columbia University, NY, USA) Gregorio Baldi (University College London, UK) Jennifer Balakrishnan (Boston University, USA) Raphael Beuzart-Plessis (Institut de Mathematiques de Marseille, France) Fabrizio Barroero (Universit degli Studi Roma Tre, Italy) Florian Breuer (University of Newcastle, Australia) Anna Cadoret (Jussieu, Paris) Laura Capuano (University of Oxford, UK) Bumkyu Cho (Dongguk University, Seoul, South Korea) Kevin Kwan Chung (Columbia University, NY, USA) Giovanni Coppola (University of Salerno, Italy) Pietro Corvaja (University of Udine, Italy) Henri Darmon (McGill University, Montreal, Canada) Christopher Daw (University of Reading, UK) Alexis (Suki) Dasher (University of Minnesota, USA) Julian Lawrence Demeio (Scuola Normale Superiore, Pisa, Italy) Daniel Disegni (Ben Gurion University, Israel) Ick Sun Eum ( Dongguk University, Gyeongju City, South Korea) Rita Eppler-Goss (Ohio, USA) Bernadette Faye (Universite Cheikh Anta Diop De Dakar, Senegal) Ziyang Gao (Princeton University, USA) Michel Giacomini (University College, London, UK) Dorian Goldfeld (Columbia University, NY, USA) Giada Grossi (University College London, UK) Akash Jena (Indiana University, Bloomington, USA) Boris Kadets (MIT, Cambridge MA, USA) Sudesh Kaur Khanduja (IISER, Punjab, India) Ilya Khayutin (Princeton University, USA) Seema Kushwaha (Harish-Chandra Research Institute, Prayagraj, -
Year 2010-11 Is Appended Below
PRESIDENT OF THE INSTITUTE, CHAIRMAN AND OTHER MEMBERS OF THE COUNCIL AS ON MARCH 31, 2011 President: Prof. M.G.K. Menon, FRS 1. Chairman: Shri Pranab Mukherjee, Hon’ble Finance Minister, Government of India. 2. Director: Prof. Bimal K. Roy. Representatives of Government of India 3. Dr. S.K. Das, DG, CSO, Government of India, Ministry of Statistics & Programme Implementation, New Delhi. 4. Dr. K.L. Prasad, Adviser, Government of India, Ministry of Finance, New Delhi. 5. Dr. Rajiv Sharma, Scientist ‘G’ & Adviser, (International Cooperation), Department of Science & Technology, Government of India, New Delhi. 6. Shri Deepak K. Mohanty, Executive Director, Reserve Bank of India, Mumbai. 7. Shri Anant Kumar Singh, Joint Secretary (HE), Government of India, Ministry of Human Resource Development, Department of Higher Education. Representative of ICSSR 8. Dr. Ranjit Sinha, Member Secretary, Indian Council of Social Science Research, New Delhi. Representatives of INSA 9. Prof. V.D. Sharma, FNA, Department of Mathematics, Indian Institute of Technology, Mumbai. 10. Prof. B.L.S. Prakasa Rao, FNA, Dr. Homi J Bhabha Chair Professor, Department of Mathematics and Statistics, University of Hyderabad, Hyderabad. 11. Prof. T.P. Singh, FNA, DBT Distinguished Biotechnologist, Department of Biophysics, All India Institute of Medical Sciences, New Delhi. 12. Prof. Somnath Dasgupta, FNA, Director, National Centre of Experimental Mineralogy & Petrology, University of Allahabad, Uttar Pradesh. Representative of the Planning Commission 13. Shri B.D. Virdi, Adviser, Perspective Planning Division of Planning Commission, New Delhi. Representative of the University Grants Commission 14. Prof. S. Mahendra Dev, Director, Indira Gandhi Institute of Development Research, Mumbai. Scientists co-opted by the Council 15. -
Chennai Mathematical Institute Annual Report 2009 - 2010 75 76 Chennai Mathematical Institute
Chennai Mathematical Institute Annual Report 2009 - 2010 H1, SIPCOT IT Park Padur Post, Siruseri, Tamilnadu 603 103. India. Chennai Mathematical Institute H1, SIPCOT IT Park Padur Post, Siruseri, Tamilnadu 603 103. India. Tel: +91-44-2747 0226 - 0229 +91-44-3298 3441 - 3442 Fax: +91-44-2747 0225 WWW: http://www.cmi.ac.in Design and Printing by: Balan Achchagam, Chennai 600 058 Contents 1. Preface ................................................................................................................... 5 2. Board of Trustees ................................................................................................. 9 3. Governing Council ............................................................................................. 10 4. Research Advisory Committee .......................................................................... 11 5. Academic Council ............................................................................................... 12 6. Boards of Studies ................................................................................................ 13 7. Institute Members ............................................................................................. 14 8. Faculty Profiles ................................................................................................... 17 9. Awards ................................................................................................................. 25 10. Research Activities ............................................................................................ -
Academic Review
ACADEMIC REVIEW for the period April 2011 { January 2016 Department of Mathematics Indian Institute of Science Bangalore February 08, 2016 Contents 1 About the Department 1 1.1 Institute and Department background ................... 1 1.2 Scientific Staff in the Department ...................... 2 1.2.1 Faculty .................................... 2 1.2.2 UGC Research Scientist ........................... 3 1.2.3 Emeritus Scientists ............................. 3 1.2.4 NMI Distinguished Associate ........................ 3 1.2.5 MO Cell Faculty .............................. 4 1.2.6 INSPIRE Fellows/DST Young Scientists .................. 4 1.2.7 Post Doctoral Fellows/Research Associates ................ 4 1.2.8 Students ................................... 6 1.2.9 Visiting Students .............................. 11 2 Center for Advanced Study 12 2.1 Faculty involved ................................. 12 2.1.1 In the identified thrust area . 12 2.1.2 In other area . 12 3 Major achievements 13 3.1 Teaching ...................................... 13 3.2 Research ...................................... 18 3.2.1 Research Highlights in Thrust area ..................... 18 3.2.2 Research Highlights in other areas ..................... 34 3.2.3 Publications ................................. 44 3.3 Human resource training ........................... 67 3.3.1 The National Mathematics Initiative (NMI) . 67 3.3.2 Mathematical Olympiad ........................... 68 3.3.3 Olympiad training camps .......................... 69 3.3.4 Visiting summer students -
Volume 1. No.1 (2015)
TIFR Alumni Association December 2015 December TAA Newsletter IN THIS ISSUE Editor’s Message From the Patron’s Desk TAA President’s Message Public Lectures Prof. Amit Roy Interviews Awards and Honors TIFR News Contributory Articles Prof. J.N. Goswami Prof. P.C. Agrawal Prof. Jayant Narlikar 1 Editor’s Message Enjoy Reading! We are happy to bring to our TAA mem- bers this year's TAA Newsletter "SAMPARK". The online edition has gained excellent popularity among read- ers since 2008. As in the earlier editions, this year's Newsletter too has public lec- tures by distinguished alumni and their Dr. R. S. Chaughule interviews on their work at TIFR and [email protected] personal life. Ex. Tata Institute of Fund. Research Adjunct Professor Ramnarain Ruia College We are happy to note that the TAA mem- Mumbai bership is increasing due to students' en- rollment. For updates please read our portal TAA- Red.com Happy reading Dr. Sangita Bose [email protected] UM-DAE Center for Excellence in Basic Sciences, (CEBS) Mumbai ---------------------------------------------------- Acknowledgement We thank Mr. Mohan Kakade, TAA Admn. Secretary for his efforts in designing this newsletter. 2 From the Patron’s Desk The TAA has been active in the organi- zation of Public Lectures, interviewing some of the distinguished speakers, recognizing the work of distinguished alumni through TAA Excellence awards and recognizing the students for their exemplary performance in their doc- toral work. The special Cowsik awards have had exceptional works of young scientists being recognized. This year, I am happy to note, that the TAA has introduced the award for Excellence in Teaching, and that four eminent scientists have been chosen in the field of Biology and Physics for this award. -
PM Ushers in CSIR's Platinum Jubilee Function
ISSN 0409-7467 CSIR News NEWSLETTER OF THE COUNCIL OF SCIENTIFIC & INDUSTRIAL RESEARCH Volume 66 No. 19 & 20 website: http://www.csir.res.in October 2016 In This Issue In The News CSIR’s Platinum Jubilee Function at Vigyan Bhawan 217 In The News • PM Ushers in CSIR’s Platinum Jubilee Function – Applauds PM Ushers in CSIR’s Platinum Jubilee CSIR for Leaving Indelible Mark Function – Applauds CSIR for Leaving Indelible Mark 226 Shanti Swarup Bhatnagar Prize For Science & Technology 231 CSIR Young Scientist Awards 233 CSIR Technology Awards 2016 236 CSIR Award for S&T Innovations for Rural Development (CAIRD) CSIR Diamond Jubilee 238 THE Prime Minister of India Shri CSIR laboratories to the nation Technology Award Narendra Modi ushered in CSIR’s at a function held in Vigyan Bhawan in New Delhi. G N Ramachandran Gold Platinum Jubilee Celebrations on 240 An exclusive exhibition of Medal For Excellence in 26 September 2016 with a lively major technological contributions Biological Sciences & interaction with farmers from of CSIR was organised for the Technology 2016 five different locations across the country. The Prime Minister, benefit of the PM. The exhibits 240 CSIR Innovation Award who is also the President of showcased some of the most for School Children 2016 the Council of Scientific and stellar achievements of CSIR Industrial Research (CSIR), including the ones that are in dedicated seven new varieties of the pipeline and have great medicinal plants developed by potential of delivery to remove CSIR News OCTOBER 2016 217 CSIR Platinum Jubilee Function Vignettes of the exhibition the drudgery of the common masses, scented Geranium, aromatic grass largely in the areas of healthcare, Citronella, Lemongrass, flowering plant water conservation, solid waste Lily and ornamental flower plant Gerbera management, waste-to-wealth, developed by CSIR labs. -
The Circle Method and Bounds for L-Functions - IV: Subconvexity for Twists of GL(3) L-Functions
Annals of Mathematics 182 (2015), 1{56 The circle method and bounds for L-functions - IV: Subconvexity for twists of GL(3) L-functions By Ritabrata Munshi To Soumyanetra and Sroutatwisha Abstract Let π be an SL(3; Z) Hecke-Maass cusp form satisfying the Ramanujan conjecture and the Selberg-Ramanujan conjecture, and let χ be a primitive Dirichlet character modulo M, which we assume to be prime for simplicity. We will prove that there is a computable absolute constant δ > 0 such that 3 1 4 −δ L 2 ; π ⊗ χ π M : 1. Introduction Let π be a Hecke-Maass cusp form for SL(3; Z) of type (ν1; ν2) (see [2] and [5]). Let λ(m; n) be the normalized (i.e., λ(1; 1) = 1) Fourier coefficients of π. The Langlands parameters (α1; α2; α3) for π are given by α1 = −ν1 − 2ν2 + 1, α2 = −ν1 + ν2 and α3 = 2ν1 + ν2 − 1. Let χ be a primitive Dirichlet character modulo M. The L-function associated with the twisted form π ⊗ χ is given by the Dirichlet series 1 (1) L(s; π ⊗ χ) = X λ(1; n)χ(n)n−s n=1 in the domain σ = Re(s) > 1. The L-function extends to an entire function and satisfies a functional equation with arithmetic conductor M 3. Hence the convexity bound is given by Ä 1 ä 3=4+" L 2 ; π ⊗ χ π;" M : The subconvexity problem for this L-function has been solved in several special cases in [1], [14], [12], [15] and, more recently in [13].