Publications related to Projective variety

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Vanishing theorems in positive characteristic

Emelie Kerstin Arvidsson

The topic of this thesis is vanishing theorems in positive characteristic. In particular, we use "the covering trick of Ekedahl" to investigate the vanishing of

H^1(X, \mathcal{O}_X(-D))

for a big and nef Weil divisor

D

on a normal projective variety w ...

EPFL2021

Projective variety

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Singularities of general fibers and the LMMP

Nanobridge Stencil Enabling High Resolution Arbitrarily Shaped Metallic Thin Films on Various Substrates

Utilizing additive manufacturing and mass customization under capacity constraints

Multiplicity-free representations of algebraic groups II

Conjugation spaces are cohomologically pure

Computationally-guided tuning of ligand sensitivity in a GPCR-based sensor

Ordinary varieties with trivial canonical bundle are not uniruled

Colloidal Nanocrystals as Precursors and Intermediates in Solid State Reactions for Multinary Oxide Nanomaterials

Vanishing theorems in positive characteristic

Examples of normal, not geometrically normal, projective Gorenstein del Pezzo surfaces with at most Du Val singularities

Nanobridge Stencil Enabling High Resolution Arbitrarily Shaped Metallic Thin Films on Various Substrates

Multiplicity-free representations of algebraic groups II

Colloidal Nanocrystals as Precursors and Intermediates in Solid State Reactions for Multinary Oxide Nanomaterials

Examples of normal, not geometrically normal, projective Gorenstein del Pezzo surfaces with at most Du Val singularities

Vanishing theorems in positive characteristic

Singularities of general fibers and the LMMP

Utilizing additive manufacturing and mass customization under capacity constraints

Conjugation spaces are cohomologically pure

Computationally-guided tuning of ligand sensitivity in a GPCR-based sensor

Ordinary varieties with trivial canonical bundle are not uniruled