Prof Andre Lukas: Publications

Matter field Kahler metric in heterotic string theory from localisation

JOURNAL OF HIGH ENERGY PHYSICS ARTN 139

Authors:

S Blesneag, EI Buchbinder, A Constantin, A Lukas, E Palti

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Particle Physics Model Building with Reinforcement Learning

Authors:

Tr Harvey, A Lukas

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Topological Formulae for the Zeroth Cohomology of Line Bundles on Surfaces

Authors:

Callum R Brodie, Andrei Constantin, Rehan Deen, Andre Lukas

Abstract:

We identify a set of transforms on the Picard lattice of non-singular complex projective surfaces that map effective line bundles to nef line bundles, while preserving the dimension of the zeroth cohomology. These transforms can often be used in conjunction with vanishing theorems to compute the dimension of the zeroth cohomology in terms of a topological index. The method is illustrated on del Pezzo and Hirzebruch surfaces.

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Prof Andre Lukas

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Matter field Kahler metric in heterotic string theory from localisation

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Particle Physics Model Building with Reinforcement Learning

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Topological Formulae for the Zeroth Cohomology of Line Bundles on Surfaces

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Prof Andre Lukas

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Matter field Kahler metric in heterotic string theory from localisation

Authors:

Particle Physics Model Building with Reinforcement Learning

Authors:

Topological Formulae for the Zeroth Cohomology of Line Bundles on Surfaces

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