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Faculty Dr Srabani Basu

Dr Srabani Basu

Associate Professor

Department of Literature and Languages

Contact Details

srabani.b@srmap.edu.in

Office Location

Cabin No. 10, 7th Floor, SR Block

Education

2010
M.S.
IPMS
India
2003
Ph.D.
IKSVV
India
1991
Masters
Calcutta University
India
1987
Bachelors
Scottish Church College
India

Experience

  • 2017 - 2018, Adjunct Professor | Loyola Institute of Engineering & Technology, Vijaywada A.P
  • 2010 - 2017, Senior Corporate Trainer | Master Coach, Content Developer & OD Specialist -Adecco India Pvt Ltd, Kolkata & Hyderabad
  • 2008 - 2010, Centre Academic Head | Aptech, Kolkata
  • 2003 - 2008, ICFAI National College | Kolkata & Hyderabad
  • 2000 - 2003, Lecturer of English | Sarada Mission College
  • 1997 - 2003, Lecturer | Communicative English, College of Visual Arts
  • 1995 - 1997, English Lecturer | Bhawanipur Gujrati Education Society, Kolkata

Research Interest

No data available

Awards

No data available

Memberships

No data available

Publications

  • GENERATORS OF THE COHOMOLOGY RING, AFTER NEWSTEAD

    Dr Srabani Basu, Dan A., Kaur I

    Source Title: Proceedings of the American Mathematical Society, Quartile: Q2, DOI Link

    View abstract ⏷

    The moduli space of rank 2 stable, locally-free sheaves with fixed odd degree determinant over a smooth, projective curve is a classical object. In the early 1970s, Newstead gave the generators of the cohomology ring of this moduli space. There are generalizations of this result to higher rank, but nothing is known for the case when the underlying curve is singular. In this article, we generalize Newstead's result to the case when the underlying curve is irreducible, nodal. We show that the generators of the cohomology ring in the nodal curve case arise naturally as degeneration of Newstead's generators in the smooth curve case.
  • Learning Styles-based Content Engineering for Undergraduate Engineering Students

    Dr Srabani Basu, Salome Divya Joseph

    Source Title: International Journal of Early Childhood Special Education, DOI Link

    View abstract ⏷

    -

Patents

Projects

Scholars

Doctoral Scholars

  • Ms Pratyusha Chakraborty
  • Ms Gullapalli Bhargavi
  • Ms Sayani Banerjee
  • Mr Shirshendu Chakraborty

Interests

  • Comparative Mythology
  • Neuro Linguistic Programming
  • Queer Studies
  • Shakespeare Studies

Thought Leaderships

Top Achievements

Education
1987
Bachelors
Scottish Church College
India
1991
Masters
Calcutta University
India
2010
M.S.
IPMS
India
2003
Ph.D.
IKSVV
India
Experience
  • 2017 - 2018, Adjunct Professor | Loyola Institute of Engineering & Technology, Vijaywada A.P
  • 2010 - 2017, Senior Corporate Trainer | Master Coach, Content Developer & OD Specialist -Adecco India Pvt Ltd, Kolkata & Hyderabad
  • 2008 - 2010, Centre Academic Head | Aptech, Kolkata
  • 2003 - 2008, ICFAI National College | Kolkata & Hyderabad
  • 2000 - 2003, Lecturer of English | Sarada Mission College
  • 1997 - 2003, Lecturer | Communicative English, College of Visual Arts
  • 1995 - 1997, English Lecturer | Bhawanipur Gujrati Education Society, Kolkata
Research Interests
No data available
Awards & Fellowships
No data available
Memberships
No data available
Publications
  • GENERATORS OF THE COHOMOLOGY RING, AFTER NEWSTEAD

    Dr Srabani Basu, Dan A., Kaur I

    Source Title: Proceedings of the American Mathematical Society, Quartile: Q2, DOI Link

    View abstract ⏷

    The moduli space of rank 2 stable, locally-free sheaves with fixed odd degree determinant over a smooth, projective curve is a classical object. In the early 1970s, Newstead gave the generators of the cohomology ring of this moduli space. There are generalizations of this result to higher rank, but nothing is known for the case when the underlying curve is singular. In this article, we generalize Newstead's result to the case when the underlying curve is irreducible, nodal. We show that the generators of the cohomology ring in the nodal curve case arise naturally as degeneration of Newstead's generators in the smooth curve case.
  • Learning Styles-based Content Engineering for Undergraduate Engineering Students

    Dr Srabani Basu, Salome Divya Joseph

    Source Title: International Journal of Early Childhood Special Education, DOI Link

    View abstract ⏷

    -
Contact Details

srabani.b@srmap.edu.in

Scholars

Doctoral Scholars

  • Ms Pratyusha Chakraborty
  • Ms Gullapalli Bhargavi
  • Ms Sayani Banerjee
  • Mr Shirshendu Chakraborty

Interests

  • Comparative Mythology
  • Neuro Linguistic Programming
  • Queer Studies
  • Shakespeare Studies

Education
1987
Bachelors
Scottish Church College
India
1991
Masters
Calcutta University
India
2010
M.S.
IPMS
India
2003
Ph.D.
IKSVV
India
Experience
  • 2017 - 2018, Adjunct Professor | Loyola Institute of Engineering & Technology, Vijaywada A.P
  • 2010 - 2017, Senior Corporate Trainer | Master Coach, Content Developer & OD Specialist -Adecco India Pvt Ltd, Kolkata & Hyderabad
  • 2008 - 2010, Centre Academic Head | Aptech, Kolkata
  • 2003 - 2008, ICFAI National College | Kolkata & Hyderabad
  • 2000 - 2003, Lecturer of English | Sarada Mission College
  • 1997 - 2003, Lecturer | Communicative English, College of Visual Arts
  • 1995 - 1997, English Lecturer | Bhawanipur Gujrati Education Society, Kolkata
Research Interests
No data available
Awards & Fellowships
No data available
Memberships
No data available
Publications
  • GENERATORS OF THE COHOMOLOGY RING, AFTER NEWSTEAD

    Dr Srabani Basu, Dan A., Kaur I

    Source Title: Proceedings of the American Mathematical Society, Quartile: Q2, DOI Link

    View abstract ⏷

    The moduli space of rank 2 stable, locally-free sheaves with fixed odd degree determinant over a smooth, projective curve is a classical object. In the early 1970s, Newstead gave the generators of the cohomology ring of this moduli space. There are generalizations of this result to higher rank, but nothing is known for the case when the underlying curve is singular. In this article, we generalize Newstead's result to the case when the underlying curve is irreducible, nodal. We show that the generators of the cohomology ring in the nodal curve case arise naturally as degeneration of Newstead's generators in the smooth curve case.
  • Learning Styles-based Content Engineering for Undergraduate Engineering Students

    Dr Srabani Basu, Salome Divya Joseph

    Source Title: International Journal of Early Childhood Special Education, DOI Link

    View abstract ⏷

    -
Contact Details

srabani.b@srmap.edu.in

Scholars

Doctoral Scholars

  • Ms Pratyusha Chakraborty
  • Ms Gullapalli Bhargavi
  • Ms Sayani Banerjee
  • Mr Shirshendu Chakraborty