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String theory, gauge anomalies, and computational geometry
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String theory, gauge anomalies, and computational geometry
This 551-page collection brings together invited work connected to Maximilian Kreuzer’s scientific legacy, spanning string theory and its mathematical setting, especially algebraic and toric geometry. Its contents pair review and research articles on string theory vacua with two substantial practical resources: a pedagogical treatment of the Brandt–Dragon–Kreuzer classification of anomalies in gauge theories, and a manual and tutorial for the PALP software package used in lattice-polytope analysis and toric geometry. The combination makes the volume both a record of research across related fields and a reference for specific theoretical and computational topics.
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