Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/41935/1/208-317-2-285_03170285.pd
In this paper, we investigate linear systems on hyperelliptic varieties. We prove analogues of well-...
We investigate effectiveness and ampleness of adjoint divisors of the form $aL+bK_X$, where $L$ is a...
For a pair (X,L) consisting of a projective variety X over a perfect field of characteristic p>0 and...
In 1988, Fujita conjectured that there is an effective and uniform way to turn an ample line bundle ...
[[abstract]]In this thesis, the main work is about Fujita's problem on the globalgeneration of adjoi...
We introduce the notion of mixed-$\omega$-sheaves and use it for the study of a relative version of ...
Let X be a scheme of finite type over a noetherian ring A. Given a line bundle L on X, recall the no...
For a quasi-projective scheme $X$ admitting a smooth compactification over a local field of residue ...
In this thesis, we present the author's joint research with Lei Song, published in \cite{RS}. We sho...
Abstract. We generalize the result of Kawamata concerning the strong version of Fujita’s freeness co...
We present a self-contained combinatorial approach to Fujita\u27s conjectures in the toric case. Our...
Let $F$ be a totally real field in which $p$ is unramfied and let $S$ denote the integral model of t...
We work over an algebraically closed field k of arbitrary characteristic. Let X ⊆ PN be a smooth irr...
It is known that a plane projective curve D consisting of a union of degree n curves in the same pe...
In this work we prove any ample line bundle on a smooth projective toric threefold is projectively n...
In this paper, we investigate linear systems on hyperelliptic varieties. We prove analogues of well-...
We investigate effectiveness and ampleness of adjoint divisors of the form $aL+bK_X$, where $L$ is a...
For a pair (X,L) consisting of a projective variety X over a perfect field of characteristic p>0 and...
In 1988, Fujita conjectured that there is an effective and uniform way to turn an ample line bundle ...
[[abstract]]In this thesis, the main work is about Fujita's problem on the globalgeneration of adjoi...
We introduce the notion of mixed-$\omega$-sheaves and use it for the study of a relative version of ...
Let X be a scheme of finite type over a noetherian ring A. Given a line bundle L on X, recall the no...
For a quasi-projective scheme $X$ admitting a smooth compactification over a local field of residue ...
In this thesis, we present the author's joint research with Lei Song, published in \cite{RS}. We sho...
Abstract. We generalize the result of Kawamata concerning the strong version of Fujita’s freeness co...
We present a self-contained combinatorial approach to Fujita\u27s conjectures in the toric case. Our...
Let $F$ be a totally real field in which $p$ is unramfied and let $S$ denote the integral model of t...
We work over an algebraically closed field k of arbitrary characteristic. Let X ⊆ PN be a smooth irr...
It is known that a plane projective curve D consisting of a union of degree n curves in the same pe...
In this work we prove any ample line bundle on a smooth projective toric threefold is projectively n...
In this paper, we investigate linear systems on hyperelliptic varieties. We prove analogues of well-...
We investigate effectiveness and ampleness of adjoint divisors of the form $aL+bK_X$, where $L$ is a...
For a pair (X,L) consisting of a projective variety X over a perfect field of characteristic p>0 and...
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