In the present paper we extend the Riemann-Roch formalism to structure algebras of moment graphs. We introduce and study the Chern character and push-forwards for twisted fibrations of moment graphs. We prove an analogue of the Riemann-Roch theorem for moment graphs. As an application, we obtain the Riemann-Roch type theorem for the equivariant K-theory of some Kac-Moody flag varieties
We give an overview on the series of articles (Fiebig and Lanini, Filtered moment graph sheaves, arX...
The previous talk introduced some of the basics of K-theory needed in order to state the Grothendiec...
Motivated by a result of Fiebig (2007), we categorify some properties of Kazhdan-Lusztig polynomials...
In the present paper we extend the Riemann-Roch formalism to structure algebras of moment graphs. We...
In this paper, we develop differential twisted K-theory and define a twisted Chern character on twis...
In this thesis, we discuss modelling with (virtual) k-diagrams a class of functions from ℤⁿ to ℤ, w...
found new analogies between graphs and Riemann surfaces by developing a Riemann-Roch ma-chinery on a...
In this thesis, we introduce the K groups of a scheme. One of the motivations for the definition of ...
Motivated by a result of Fiebig (2007), we categorify some properties of Kazhdan-Lusztig polynomials...
In 1980 Lusztig proved a stabilisation property of the affine Kazhdan-Lusztig polynomials. In this p...
The framework of this thesis is the equivariant theory of curves, i.e. the study of curves provided ...
This thesis deals with the equivariant Riemann-Roch problem for curves over perfect fields, and with...
The purpose of this paper is to provide the reader with a collection of results which can be found i...
We investigate in this article possible generalizations of the Riemann-Roch theorem for graphs of Ba...
Abstract. In [1] M. Baker and S. Norine developed a theory of divisors and linear systems on graphs,...
We give an overview on the series of articles (Fiebig and Lanini, Filtered moment graph sheaves, arX...
The previous talk introduced some of the basics of K-theory needed in order to state the Grothendiec...
Motivated by a result of Fiebig (2007), we categorify some properties of Kazhdan-Lusztig polynomials...
In the present paper we extend the Riemann-Roch formalism to structure algebras of moment graphs. We...
In this paper, we develop differential twisted K-theory and define a twisted Chern character on twis...
In this thesis, we discuss modelling with (virtual) k-diagrams a class of functions from ℤⁿ to ℤ, w...
found new analogies between graphs and Riemann surfaces by developing a Riemann-Roch ma-chinery on a...
In this thesis, we introduce the K groups of a scheme. One of the motivations for the definition of ...
Motivated by a result of Fiebig (2007), we categorify some properties of Kazhdan-Lusztig polynomials...
In 1980 Lusztig proved a stabilisation property of the affine Kazhdan-Lusztig polynomials. In this p...
The framework of this thesis is the equivariant theory of curves, i.e. the study of curves provided ...
This thesis deals with the equivariant Riemann-Roch problem for curves over perfect fields, and with...
The purpose of this paper is to provide the reader with a collection of results which can be found i...
We investigate in this article possible generalizations of the Riemann-Roch theorem for graphs of Ba...
Abstract. In [1] M. Baker and S. Norine developed a theory of divisors and linear systems on graphs,...
We give an overview on the series of articles (Fiebig and Lanini, Filtered moment graph sheaves, arX...
The previous talk introduced some of the basics of K-theory needed in order to state the Grothendiec...
Motivated by a result of Fiebig (2007), we categorify some properties of Kazhdan-Lusztig polynomials...
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