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- Annamalai_Ramanathan abstract "Annamalai Ramanathan (29 August 1946 - 12 March 1993) was an Indian mathematician who worked in the field of algebraic geometry, who introduced the notion of Frobenius splitting of algebraic varieties in (Mehta & Ramanathan 1985). His contributions have led to the solution of many problems about Schubert varieties, such as the Demazure character formula.".
- Annamalai_Ramanathan birthDate "0029".
- Annamalai_Ramanathan birthYear "0029".
- Annamalai_Ramanathan deathDate "0012".
- Annamalai_Ramanathan deathPlace Chicago.
- Annamalai_Ramanathan deathYear "0012".
- Annamalai_Ramanathan wikiPageExternalLink MATHEMATICAL_SCIENCES.htm.
- Annamalai_Ramanathan wikiPageID "32574686".
- Annamalai_Ramanathan wikiPageRevisionID "561925155".
- Annamalai_Ramanathan dateOfBirth "1949".
- Annamalai_Ramanathan dateOfDeath "1993".
- Annamalai_Ramanathan hasPhotoCollection Annamalai_Ramanathan.
- Annamalai_Ramanathan name "Ramanathan, Annamalai".
- Annamalai_Ramanathan placeOfBirth "Kanadukathan, TamilNadu, India".
- Annamalai_Ramanathan placeOfDeath "Chicago, IL, USA".
- Annamalai_Ramanathan shortDescription "Mathematician, Researcher".
- Annamalai_Ramanathan description "Mathematician, Researcher".
- Annamalai_Ramanathan description "Mathematician, Researcher".
- Annamalai_Ramanathan subject Category:1949_births.
- Annamalai_Ramanathan subject Category:1993_deaths.
- Annamalai_Ramanathan subject Category:Indian_mathematicians.
- Annamalai_Ramanathan subject Category:Tata_Institute_of_Fundamental_Research_alumni.
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- Annamalai_Ramanathan comment "Annamalai Ramanathan (29 August 1946 - 12 March 1993) was an Indian mathematician who worked in the field of algebraic geometry, who introduced the notion of Frobenius splitting of algebraic varieties in (Mehta & Ramanathan 1985). His contributions have led to the solution of many problems about Schubert varieties, such as the Demazure character formula.".
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- Annamalai_Ramanathan name "Annamalai Ramanathan".
- Annamalai_Ramanathan name "Ramanathan, Annamalai".
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