- Admission to MSc programmes
- Admission to PhD programmes
- Placement Of MSc Students
- Research Projects and Awards
The School of Mathematical Sciences in general, and the Department of Mathematics in particular, aims at integrating teaching with research under the same umbrella. Teaching and research have unfortunately become distanced from each other in post-independent India. To form a bridge between the two is the principal objective of our efforts. This is to ensure two things:
- Undergraduate students get exposed to research from the beginning of their career. Teachers often serve as role models for students. A motivated researcher-cum-teacher can serve this purpose best
- Research institutions need students who are motivated and aware of current research. There is a severe lack of such students in the fundamental sciences today in India. A programme that fills this gap will thus be fulfilling a national need in developing technically qualified scientific manpower.
We thus hope to address, in some measure, the following issues, that Indian science in general is facing at present:
- lack of a scientific middle class. What this means is that certain individuals through self-effort, do attain to a certain excellence. However, they form a small minority. Science education in its higher reaches is plagued by the lack of a system to bring larger numbers of students up to par with centres of excellence abroad. Thus, while India does have a potential for excellence in terms of bright youngsters, this does not translate into a manifestation of excellence due to lack of institutions that can tap this talent and bring it to fruition.
- Quality of research, still remains below par, compared to developed countries. Here quality is to be evaluated roughly in terms of peer review, publications in reputed journals and citations. This, again, is not due to lack of talent. Indian researchers abroad seem to be doing rather well. However, the research atmosphere within the country, still needs to develop and meet international standards.
Given the national situation today, it is therefore imperative that students grow up with a hunger for knowledge per se, so that they may take up the responsibility of education for their own advancement and for the good of all. Such a goal can only be achieved if time-honoured and time-tested disciplines are actively encouraged to grow and flourish and finally train our students in developing the required skills.
We would also like to ensure that the faculty impart the knowledge they gain to students, so as to ensure the sustained growth of an academic and intellectual culture.
Excerpts from National Knowledge Commission (2005-2008) Report
The considerations above only bear out the National Knowledge Commission recommendations. We quote the relevant passages from the NKC Note on Higher Education:
“There is, in fact, a quiet crisis in higher education in India that runs deep. It is not yet discernible simply because there are pockets of excellence, an enormous reservoir of talented young people and an intense competition in the admissions process…..the following problems are common enough (across disciplines) to be a cause for concern. First, curricula, which have remained almost unchanged for decades, have not kept pace with the times, let alone with the extending frontiers of knowledge. Second, learning and creativity are at a discount in a system of assessment that places a premium on memory rather than understanding…..Seventh, the importance attached to research has eroded steadily over time. Eighth, the volume of research in terms of frequency of publication and the quality of research reflected in the frequency of citation or the place of publication, on balance, is simply not what it used to be.”
To address these critical issues, the NKC has suggested the following (again extracted from the NKC Note on Higher Education):
“The syllabic of courses in universities, which remain unchanged for decades, need to be upgraded constantly and revised frequently. The laws of inertia reinforced by resistance to change must be overcome. Universities should be required to revise or restructure curricula at least once in three years. Analytical abilities and creative thinking should be at a premium. Learning by rote should be at a discount.
Research: We attempted to create stand-alone research institutions, pampered with resources, in the belief that research should be moved out of universities. In the process, we forgot an essential principle. There are synergies between teaching and research that enrich each other. And it is universities which are the natural home for research. What is more, for universities, research is essential in the pursuit of academic excellence. It is time to reverse what happened in the past and make universities the hub of research once again.
Competition: The supply constraint on higher education is an impediment to accountability. When students have relatively few choices, institutions have greater power over them. An expansion of higher education which provides students with choices and creates competition between institutions is going to be vital in enhancing accountability.”
The Central Government has already taken note of these problems and the setting up of Indian Institutes of Science Education and Research (IISERs) and National Institutes of Science Education and Research (NISERs), as well as the present national emphasis on Education in general and Higher Education in particular indicate the commitment of the Government to the cause. Several research institutes – Tata Institute of Fundamental Research (TIFR), Institute of Mathematical Sciences (IMSc), Indian Statistical Institute (ISI), Indian Institute of Science (IISc), Harish Chandra Research Institute (HRI), Chennai Mathematical Institute (CMI) amongst them – have enriched their programmes by starting undergraduate and teaching programmes to address these issues.
History: International Mathematical Congress
More than a century back, two apparently disparate events of historical importance occurred under the banner of the Columbian Exposition at Chicago in 1893. The first was the Chicago Mathematics Congress in August 1893 and the other an International Parliament of Religions in September 1893. It was in this Parliament that Swami Vivekananda gave his call for harmony and peace, for not only toleration but universal acceptance based on the twofold knowledge of universal solidarity and potential divinity of man. What is interesting is that Felix Klein, in the Congress of Mathematicians that preceded the Parliament of Religions, had called for science to cut across political boundaries so that scientists could network internationally and universally.