Ushadevi Bhosle

Dr. Ushadevi Narendra Bhosle is an Indian mathematician, educator and researcher. She specialises in Algebraic Geometry.[1] She worked on the moduli spaces of bundles.[1]

Early life and education

She got a B.Sc. degree in 1969 and an M.Sc. degree in 1971 from University of Pune, Shivaji University, respectively.[1] She commenced her post-graduate studies in 1971 from Tata Institute of Fundamental Research and got her doctorate degree of philosophy under the guidance of her mentor S.Ramanan in 1980.[1]

Career

She started her career with being a Research Assistant at the Tata Institute of Fundamental Research from 1971 to 1974. Then she became the Research Associate II in the same institute Tata Institute of Fundamental Research, from 1974 to 1977. Later on, she became a Research Fellow from 1977-1982 and the Fellow from 1982–1990 at Tata Institute of Fundamental Research. In 1990, she became a Reader in West Virginia, United States. In 1995, she was the Associate Professor till 1998 and later, she was Professor till 2001. Since 2001, she is the Professor (h).

Membership

She is the member of FASc, FNASc, and VBAC international committees.[1] She also was the senior associate of International Centre of Theoretical Physics, Italy.[1] She was a fellow member of the Indian National Science Academy, Bangalore and National Academy of Sciences, Allahabad.[2][3][1]

Works
  • Bhosle, U. N. (1989). "Parabolic vector bundles on curves". Arkiv för Matematik. 27 (1–2): 15–22. Bibcode:1989ArM....27...15B. doi:10.1007/BF02386356. ISSN 0004-2080.
  • Bhosle, Usha N. (1999). "Picard groups of the moduli spaces of vector bundles". Mathematische Annalen. 314 (2): 245–263. doi:10.1007/s002080050293. ISSN 0025-5831.
  • Bhosle, Usha N. (1996). "Generalized parabolic bundles and applications— II". Proceedings Mathematical Sciences. 106 (4): 403–420. doi:10.1007/BF02837696. ISSN 0253-4142.
  • Bhosle Usha N. (1992), Parabolic sheaves on higher dimensional varieties,Math. Ann. 293 177–192[4]
  • Bhosle, U.N. (1986): Nets of quadrics and vector bundles on a double plane. Math. Zeit.192, 29–43[5]
  • Bhosle Usha N. (1992), Generalised parabolic bundles and applications to torsion-free sheaves on nodal curves.Ark. Mat. 30 187–215[6]
  • Bhosle, U.N. (1989), Ramanathan, A.: Moduli of parabolicG-bundles on curves. Math. Z.202, 161–180[7]
  • BHOSLE, U. (1999). VECTOR BUNDLES ON CURVES WITH MANY COMPONENTS. Proceedings of the London Mathematical Society, 79(1), 81-106.
  • Bhosle Usha N (1995), Representations of the fundamental group and vector bundles,Math. Ann.302 601–608[8]

Awards and honours

She was awarded by Stree Shakti Science Samman in 2010 and Ramaswamy Aiyer Memorial Award in 2000.[1]

Personal life

Apart from mathematics, her other interests are drawing, painting, reading and music. Currently, she lives in Mumbai.[1]

References
  1. "INSA :: Indian Fellow Detail". insaindia.res.in. Retrieved 16 February 2019.
  2. "The National Academy of Sciences, India - Founder Members". Nasi.org.in. Retrieved 14 October 2018.
  3. "Archived copy". Archived from the original on 12 August 2016. Retrieved 13 May 2016.CS1 maint: archived copy as title (link)
  4. Bhosle, Usha (1 December 1992). "Parabolic sheaves on higher dimensional varieties". Mathematische Annalen. 293 (1): 177–192. doi:10.1007/BF01444711. ISSN 1432-1807.
  5. Bhosle, Usha N. (1 March 1986). "Nets of quadrics and vector bundles on a double plane". Mathematische Zeitschrift. 192 (1): 29–43. doi:10.1007/BF01162017. ISSN 1432-1823.
  6. Bhosle, Usha (1 December 1992). "Generalised parabolic bundles and applications to torsionfree sheaves on nodal curves". Arkiv för Matematik. 30 (1): 187–215. Bibcode:1992ArM....30..187B. doi:10.1007/BF02384869. ISSN 1871-2487.
  7. Bhosle, Usha; Ramanathan, A. (1 June 1989). "Moduli of parabolicG-bundles on curves". Mathematische Zeitschrift. 202 (2): 161–180. doi:10.1007/BF01215252. ISSN 1432-1823.
  8. Bhosle, Usha N. (1 May 1995). "Representations of the fundamental group and vector bundles". Mathematische Annalen. 302 (1): 601–608. doi:10.1007/BF01444510. ISSN 1432-1807.


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