Kapil Hari Paranjape
Indian scientist
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(Suggest an Edit or Addition)According to Wikipedia, Kapil Hari Paranjape is an Indian mathematician specializing in algebraic geometry. He is a Professor of Mathematics at the Indian Institute of Science Education and Research, Mohali. Biography He was born in Mumbai, Maharashtra near the Kabootar Khana in Dadar but grew up in New Delhi. He completed his schooling from the Sardar Patel Vidyalaya in 1977. He then joined the Indian Institute of Technology Kanpur where he pursued a five-years integrated Master’s programme in Mathematics and graduated in 1982. He was awarded the General Proficiency Prize for Mathematics from IIT Kanpur in 1982.
Kapil Hari Paranjape's Published Works
Published Works
- Cohomological and cycle-theoretic connectivity (1992) (98)
- On the Canonical Ring of a Curve (1988) (96)
- Self maps of homogeneous spaces (1989) (89)
- Curves on threefolds with trivial canonical bundle (1991) (75)
- Algebraic Cycles (2002) (35)
- Geometry VI (1996) (34)
- Some Spectral Sequences for Filtered Complexes and Applications (1996) (26)
- Cycles over fields of transcendence degree 1 (2004) (18)
- REMARKS ON ABSOLUTE DE RHAM AND ABSOLUTE HODGE CYCLES (1994) (15)
- Abelian varieties associated to certain K3 surfaces (1988) (13)
- New Trends in Algebraic Geometry: The Bogomolov–Pantev resolution, an expository account (1999) (11)
- The Hodge conjecture for general Prym varieties (2000) (11)
- The Weil conjectures (1999) (10)
- A geometric characterization of arithmetic varieties (2001) (9)
- Cycles over fields of transcendence degree one (2002) (8)
- Modular Forms and Calabi-Yau Varieties (2014) (6)
- Higher Abel-Jacobi Maps (2000) (6)
- The Bogomolov--Pantev resolution, an expository account (1998) (6)
- Continuous Self Maps of Quadric Hypersurfaces (2002) (5)
- Quotients of E^n by A_{n+1} and Calabi-Yau manifolds (2004) (3)
- Geometry: 4. Curves vs surfaces (1996) (2)
- Seiberg-Witten invariants — An expository account (1998) (2)
- Grothendieck and the concept of space (2015) (1)
- Quotients of En by $$\mathfrak{a}$$n+1 and Calabi-Yau manifolds (2005) (1)
- KUMMER’S PROOF OF FERMAT’S LAST THEOREM FOR REGULAR PRIMES: A MODERN VIEWPOINT (2002) (1)
- Geometry: 5. Enter Bernhard Riemann (1996) (1)
- Are all matrices diagonalisable? (1997) (0)
- A glossary of some mathematical terms (2015) (0)
- Book Review (1996) (0)
- Classroom (2020) (0)
- Resonance gratefully acknowledges the help received from the fol lowing individuals and establishments: (1996) (0)
- An Elementary Route to Grassmannians (2016) (0)
- Riemann surfaces, projective curves and the iso-spectral problem (1992) (0)
- Learning to See the Elephant (2022) (0)
- Axiomatic and Coordinate Geometry (1996) (0)
- Geometry: 2. A circle of ideas (1996) (0)
- Meet Your Match (2019) (0)
- Classroom (2020) (0)
- INTRODUCTION TO THE ALGEBRAIC SURFACES WORKSHOP (2015) (0)
- Ju l 2 00 0 THE HODGE CONJECTURE FOR GENERAL PRYM VARIETIES (2000) (0)
- Classics (2014) (0)
- Classroom: Euler’s Summation Method (2020) (0)
- A glossary of some mathematical terms (2015) (0)
- Geometry: 1. The beginnings (1996) (0)
- Classroom (2020) (0)
- Geometry: 3. Towards a geometry of space and time (1996) (0)
- THE WORK OF EFIM ZELMANOV (FIELDS MEDAL 1994) (2002) (0)
- Classroom (2020) (0)
- Grothendieck and the concept of space (2015) (0)
- Win or Lose? Listen to a Martingale! (2019) (0)
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