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Mission Statement

Engage and spur all sections of society to recognize and participate in introducing links between education and the real world through innovations, inventions and applications as a part of the curriculum; to create a platform for research pedagogy and train school and college faculty and students.
+ Salient Features
  • The Institute for Innovations and Inventions is an international research institute which will take up cutting edge projects and act as an interface between academia and industry. It shall soon have a state of the art campus in the Delhi NCR.

  • The Institute will focus on those inventions and inventions which can be realized by applications of Mathematics and Information Technology.


  • It is being set up as a Public-Private Partnership in collaboration with government agencies and private enterprise.


  • It will function as a global inter-University centre, attracting the leading scientists and institutions of the world to interact for knowledge generation and assimilation. The collaborations will also include joint curriculum and course development, streaming of courses and lectures, faculty exchange and training.


  • Information Technology shall also be used to extend the reach of the Institute beyond its own campus and centres to all parts of India, as well as internationally.


  • It will be staffed by eminent scientists, who will typically reside in it for short spells of time and will engage in long-term collaborations with its research groups.


  • Innovation shall not be confined to the research goals of the Institute, but extend to its structure and management.


  • The Institute shall not be confined to research scientists, but shall involve and train – in innovation – people drawn from various sectors of academia and industry, including college teachers and undergraduate students.


Thus, the ambition of the Institute is to engender innovation and implant it into the fabric of Indian life and work.
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+ Practical Roadmap For Activities
  1. Training in Research Pedagogy

    On the basis of the activities of the Mathematical Sciences Foundation the following activities are being envisaged by the Institute for Innovations and Inventions:

    • Offer degree programs that encourage students to be innovative through ‘hands on’ applications.

    • Curriculum and course development for schools and colleges with innovation in the design and innovation and invention as a part of the learning.

    • Streaming of special courses and lectures by highly gifted teachers to a wide audience who can obtain credit from their home institutions for these courses.

    • In-service training of teachers for the purposes of providing them insights and training towards becoming better at motivating and exciting their students towards being innovative in their thinking.

    • Conducting special programmes where students and faculty work on specific projects and problems whose solutions come through innovations and inventions using mathematics and IT.


  2. Conducting Applications Oriented Research

    • The IIIMIT shall undertake state of the art research projects in current and emerging areas where mathematics and IT are interacting with other disciplines and with real-world problems. Some sample areas of interest are:

        • Signals Processing
        • Applied Harmonic Analysis
        • Complex Networks
        • Financial Modelling
        • Cryptography
      • Bioinformatics
      • VLSI & Chip design
      • Renewable Energy
      • Education Technology
      • Media Research
      • Robotics

  3. Setting up a Technology Business Incubation Centre

    • The Institute shall also carry out joint research with industry. Selected projects will be provided space as well as physical and academic resources at IIIMIT. Additionally, the IIIMIT will develop expertise in emerging areas and make it available to industry.

  4. Disseminating and Engendering Innovation in India

    • The Institute shall seek to set up innovation centres at the district level all over India. These will help discover and encourage innovation at the grassroots level, and provide innovators with a network providing technical and managerial support as well as access to other innovators and markets.
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+ Faculty
  • The Institute will be staffed by eminent scientists, who will typically reside in it for short spells of time and will engage in long-term collaborations with IIIMIT research groups as well as associatedstudents and faculty from other institutions.


  • The IIIMIT shall also seek to support faculty who work with it at reduced levels of time commitment but are associated on a long-term basis. These will be highly valuable individuals who may be semi-retired or partially employed elsewhere.


  • The Institute will also employ post-doctoral fellows and host other young faculty.


  • We expect that IIIMIT will also attract Indian mathematicians and scientistswho are currently working abroad. These will be drawn by the Institute’s emphasis on cutting-edge innovation, the eminence of its faculty, and its high levels of infrastructural support and remuneration.


  • There will be a modest number of resident faculty at IIIMIT at any given time but the number will be higher when special programmes are being conducted.


  • The Institute will offer flexible employment schemes with varying terms and structures:

    • Young faculty will be offered 3-5 year contracts or tenure-track appointments.

    • Faculty will be allowed to collaborate with other institutions through dual appointments.

    • Faculty from other institutions will be given “Associate” status under which they will visit III in the summer or for special activities.

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+ Academic Resources

The Institute is being established by the Mathematical Sciences Foundation, Delhi, which is a registered not-for-profit educational society. The Mathematical Sciences Foundation (MSF) has been engaged for several years in path-breaking and innovative programmes related to the teaching, understanding, learning and application of mathematics at the school, college and post-graduate levels. Its founders include some of India’s leading citizens, scientists and mathematicians. The ICICI Bank is an institutional member of MSF. Our activities have been supported by ICICI Bank, NASSCOM, Tata Interactive Systems, National Board for Higher Mathematics, University of Houston, and various other bodies


OFFICE BEARERS OF MSF


Chairman:      Shri. Naresh Chandra
            Former Cabinet Secretary and Former Ambassador to the USA


Director:         Dr. Dinesh Singh
Director, University of Delhi, South Campus
Chairman, Institute of Informatics and Communication, University of Delhi
Professor, Department of Mathematics, University of Delhi
Adjunct Professor, Department of Mathematics, University of Houston

 

MSF faculty has studied and worked at leading institutions of the world, such as Oxford, Imperial College, Berkeley, Purdue, TIFR, IITs, Indian Statistical Institute, University of Delhi, University of Houston, Warwick, LSE, etc.


MSF SENIOR FACULTY

Dr Dinesh Singh

MA (Delhi), PhD (Imperial College)

Director, Mathematical Sciences Foundation;
Director, University of Delhi South Campus;
Chairman, Institute of Informatics and Communication, University of Delhi;
Professor, Department of Mathematics, University of Delhi;
Adjunct Professor, Department of Mathematics, University of Houston

Dr. SanjeevAgrawal

MA (Oxford), PhD (Delhi)

Professor, Mathematical Sciences Foundation
Associate Professor, Department of Mathematics, St. Stephen's College, University of Delhi (On leave)

Dr S K Tandon

Distinguished Professor, Mathematical Sciences Foundation
FTWAS; FNA, FASc, Bhatnagar Awrdee
Former Pro Vice Chancellor, University of Delhi

Dr. Amber Habib

MS (IIT Kanpur), PhD (Berkeley)

Professor, Mathematical Sciences Foundation

Dr. Lal Mohan Saha

MSc (Patna), PhD (Calcutta)

Professor, Mathematical Sciences Foundation

Dr. Manju Lata Agarwal
M.A. (University of Delhi),
Ph.D. (University of Delhi)
Professor, Mathematical Sciences Foundation

Dr. GeethaVenkataraman

MA (Oxon), DPhil (Oxon)

Adjunct Faculty, Mathematical Sciences Foundation
Associate Professor, Department of Mathematics, St. Stephen's College, Delhi

Dr. Radha Mohan

PhD (Purdue)

Adjunct Faculty, Mathematical Sciences Foundation
Associate Professor, Department of Mathematics, St. Stephen's College, Delhi

Dr. ShobhaBagai

PhD (IIT Delhi)

Adjunct Faculty, Mathematical Sciences Foundation
Associate Professor, Department of Mathematics, Shyama Prasad Mukherjee College, Delhi

Dr. Manik Varma

BSc Physics (St. Stephen’s College), BSc Computation (Oxford), DPhil Engineering (Oxford)

Adjunct Faculty, Mathematical Sciences Foundation
Researcher, Microsoft Research India
Adjunct Professor, Department of Computer Science and Engineering, IIT Delhi

Dr. Sachi Srivastava

PhD (Oxford)

Adjunct Faculty, Mathematical Sciences Foundation
Associate Professor, Associate Professor, Mathematics, University of Delhi


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+ Sample of MSF Faculty Publications

ARTICLES
  • Dinesh Singh (with V. I Paulsen). On Bohr’s Inequality for Uniform Algebras. Proc. Amer. Math. Soc. 32 (2004) 493-512.


  • Dinesh Singh (with V. I. Paulsen). Extensions of Bohr’s Inequality. Bull. London Math. Soc. 38 (2006), 991-999.

  • Dinesh Singh. The Spectrum in a Banach Algebra. Amer. Math. Monthly. 113 (2006) 756-758.


  • Dinesh Singh (with V. I. Paulsen) Modules over Subalgebras of the Disk Algebra. Indiana Univ, Math. Journal  55 (5) 2006, 1751-1766.


  • Dinesh Singh (with K. Davidson, V. I. Paulsen, M. Raghupathi). A Constrained Nevanlinna-Pick interpolation problem. Indiana University Math. Journal 58 (2) (2009) 709-732.


  • Dinesh Singh (with M. Raghupathi) Function Theory in Real Hardy Spaces , Mathematische Nachrichten (to appear)


  • Sanjeev Agrawal and Dinesh Singh de Branges Modules in H2(Ck); Harmonic Analysis and Hypergroups, Birkhauser (1998), 1-11.


  • Sanjeev Agrawal, Undertsanding Euclid; MSF Text and CD (NASSCOM supported) 2008


  • Geetha Venkataraman. On finite groups whose every proper normal subgroup is a union of a given number of conjugacy classes, Proceedings Indian Academy of Sciences (Math. Sci.), Vol. 114, No. 3,(2004), 1-8. ( with Ali Reza Ashrafi.)


  • Geetha Venkataraman. Teaching Students to Think, Economic and Political Weekly, August 25, 2007.


  • Radha Mohan. The Core of a Module Over a Two-Dimensional Regular Local Ring. Journal of Algebra 189, 1-22(1997).


  • Amber Habib. Direct limits of Zuckerman Derived Functor Modules. Journal of Lie Theory, 11, 339-353(2001).


  • L. M. Saha, Bharti an M. Yuasa  (2010):Energy variability in chaotic dynamical Systems. Science and Technology, Kinki University, Japan.  No. 22,  1 – 8.


  • L. M. Saha and Roopesh Tehri (2010): Applications of recent indicators of regularity and chaos to discrete maps.  Int. J.  Appl. Math. Mech.,6 (1), 86 – 93.


  • L. M. Saha  , Roopesh Tehri (2010):Studying role of tidal and magnetic parameter in regular and chaotic evolution of satellites Amalthea and 1980S27.  (to appear).

  • L. M. Saha (2010): Chaos indicators and applications, to appear in the Proceedings of Modern trends in Celestial Mechanics and Astronomy, Delhi March 17-19, 2010.

  • Z. A. Taqvi, Gobind Jha and L. M. Saha (2010): Role of primary third order resonances on Mimas-Tethys system. (to appear).


  • A. Syta, G. Litak, Mridula Budhraja and L. M. Saha (2009): Detection of the chaotic behaviour of a bouncing ball by 0 – 1 test, Chaos, Solitons & Fractals,   42, 1511-1517.


  • L. M. Saha, R. K. Mohanty and Bharti. (2009): Hyperbolicity and chaos in discrete systems.  Int. J. of Appl. Math and Mech. 5 (5), 48 – 56.


  • L. M. Saha and Neenu Gupta (2009): Lyapunov exponent in stellar oscillations for regular and chaotic evolutions. Int. J. of Appl. Math and Mech., 4 (4), 16 – 21.


  • Agarwal, Manju and V K Sharma. 2010. Ant colony approach to constrained redundancy optimization in binary systems. Applied Mathematical Modelling. 34(4): 992-1003.


  • Borkakaty, B, Manju Agarwal and Kanwar Sen. 2010. Lattice path approach for busy period density of GIa/Gb/1 queues using C2 Coxian distributions. Applied Mathematical Modelling. 34(6): 1597-1614.


  • Aggarwal, S, Manju Agarwal and V K Sharma. 2010. Optimal redundancy allocation in complex systems. Journal of Quality and Maintenance Engineering. To appear in 16(4).


  • Aggarwal, Sudhanshu and Manju Agarwal. 2010.  A Heuristic Approach for Multi-State Systems Redundancy Optimization. International Journal of Material and Structural Reliability. 8(1): 47-60.


  • Mohan, Pooja, Manju Agarwal and K Sen. 2009. Combined m-consecutive-k-out-of-n: F system and consecutive-k-out-of-n: F system. IEEE Transactions on Reliability. 58(2): 328-337.

  • Borkakaty, B, K Sen and Manju Agarwal. 2009. Busy Period Analysis of C2/C2b/1 Queue: Lattice Path Approach. Mathematical and Computer Modelling. 50(7-8): 1067-1082.


  • Agarwal, Manju and V K Sharma. 2009. Ant colony optimization algorithm for heterogeneous redundancy allocation in multi-state series-parallel systems. International Journal of Reliability, Quality and Safety Engineering. 16(2): 163-186.


  • Shobha Bagai. Effect of variable viscosity on free convection over a non-isothermal axisymmetric body in a porous medium with internal heat generation. Acta Mechanica, Volume 169, Numbers 1-4 / May, 2004.


  • Shobha Bagai, Similarity Solution of Free Convection boundary layer over a body of arbitrary shape in porous medium with internal heat generation; International Communication in Heat and Mass Transfer, 30 (7) 2003, 997-1003.

BOOKS
  • Enumeration of Finite Groups, Geetha Venkataraman, Peter Neumann and Simon Blackburn. Cambridge University Press, 2007.

  • Wavelets and Allied Topics, Dinesh Singh, J. Prestinet. al, Narosa, 2001, New Delhi.

  • Functional Analysis and Operator Theory, Dinesh Singh and B. S. Yadav, Lecture Notes in Mathematics (1511), Springer-Verlag.

  • Understanding Mathematics, K B Sinha, Dinesh Singh, Rajeeva Karandikaret. al, Universities Press.

  • Course in Mathematics, Sanjeev Agrawal, recommended course book for CBSE and ICSE.

  • The Calculus of Finance, Amber Habib (To be published by Universities Press in 2010).


CONSULTANCY REPORTS
  • Modeling the Daily Cash Requirements of ***** Bank Branches, 2007.

  • On Real Estate Pricing for ***** Bank, 2002.
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