Pranav Pandit

Tony Pantev3
Alberto Garcia-Raboso2
Dragos Deliu2
Ludmil Katzarkov2
3Tony Pantev
2Alberto Garcia-Raboso
2Dragos Deliu
2Ludmil Katzarkov
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  • Dragos Deliu, Tony Pantev, Chris Brav, Tobias Dyckerhoff, Alberto Garcia-Raboso, Umut Isik +6 others
  • 2014
Homological Projective Duality is a homological extension of the classical notion of projective duality. Constructing the homological projective dual of a variety allows one to describe semiorthogonal decompositions on the bounded derived category of coherent sheaves for all the complete linear sections of the initial variety. This gives a powerful method(More)
Q fever, a worldwide zoonotic disease caused by Coxiella burnetii, is a looming concern for livestock and public health. Epidemiological features of inter-herd transmission of C. burnetii in cattle herds by wind and trade of cows are poorly understood. We present a novel dynamic spatial model describing the inter-herd regional spread of C. burnetii in dairy(More)
In a continuation of our previous work [20], we outline a theory which should lead to the construction of a universal pre-building and versal building with a φ-harmonic map from a Riemann surface, in the case of two-dimensional buildings for the group SL 3. This will provide a generalization of the space of leaves of the foliation defined by a quadratic(More)
  • Mehmet U Isik, Tony Pantev, Mehmet Umut Isik, Bernhard Keller, Dima Arinkin, Eric Sharpe +27 others
  • 2014
We prove an equivalence between the derived category of a variety and the equivari-ant/graded singularity category of a corresponding singular variety. The equivalence also holds at the dg level. I would like to start by expressing my deep gratitude to my advisor Tony Pantev for his guidance, ideas and support during my studies. He has given me all the(More)
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