Add to ORKGThis thesis is concerned with some aspects of logarithmic geometry, with a focus on the infinite root stack of a log scheme and the moduli problem for parabolic sheaves
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
We globalize the derived version of the McKay correspondence of Bridgeland-King-Reid, proven by Kawa...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
This thesis is concerned with some aspects of logarithmic geometry, with a focus on the infinite ro...
We define and study infinite root stacks of fine and saturated logarithmic schemes, a limit version ...
We define and study infinite root stacks of fine and saturated logarithmic schemes, a limit version ...
We generalize the construction of moduli spaces of parabolic sheaves given by Maruyama and Yokogawa ...
We generalize the construction of moduli spaces of parabolic sheaves given by Maruyama and Yokogawa ...
AbstractWe show how the natural context for the definition of parabolic sheaves on a scheme is that ...
We show how the natural context for the definition of parabolic sheaves on a scheme is that of logar...
AbstractWe show how the natural context for the definition of parabolic sheaves on a scheme is that ...
We show how the natural context for the definition of parabolic sheaves on a scheme is that of logar...
The aim of my current research is to generalize some known results about moduli of parabolic sheaves...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
We globalize the derived version of the McKay correspondence of Bridgeland-King-Reid, proven by Kawa...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
This thesis is concerned with some aspects of logarithmic geometry, with a focus on the infinite ro...
We define and study infinite root stacks of fine and saturated logarithmic schemes, a limit version ...
We define and study infinite root stacks of fine and saturated logarithmic schemes, a limit version ...
We generalize the construction of moduli spaces of parabolic sheaves given by Maruyama and Yokogawa ...
We generalize the construction of moduli spaces of parabolic sheaves given by Maruyama and Yokogawa ...
AbstractWe show how the natural context for the definition of parabolic sheaves on a scheme is that ...
We show how the natural context for the definition of parabolic sheaves on a scheme is that of logar...
AbstractWe show how the natural context for the definition of parabolic sheaves on a scheme is that ...
We show how the natural context for the definition of parabolic sheaves on a scheme is that of logar...
The aim of my current research is to generalize some known results about moduli of parabolic sheaves...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...
We globalize the derived version of the McKay correspondence of Bridgeland-King-Reid, proven by Kawa...
We globalize the derived version of the McKay correspondence of Bridgeland, King and Reid, proven by...