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Machine- Learning the Landscape Lecture 1
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PLAN
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Further Reading
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A Classic Problem in Mathematics
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Classical Results for Riemann Surface
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Some Rudiments & Nomenclature
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Cohomology
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Calabi-Yau
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String Phenomenology
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Heterotic Compactification
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Mille Viae ducunt hominies Romam
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Covariant Constant Spinor
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Summary
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Special Holonomy
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Some Topological Properties I
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Some Topological Properties II
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Explicit Examples of Calabi-Yau Manifolds
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As Projective Varieties
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Mille Viae ducunt hominies Romam
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Cyclic Manifolds
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Triadophilia: A 40-year search
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Complete Intersection Calabi-Yau CICY 3-folds
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Part I
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Q&A
Description:
Dive into the first lecture of the Machine Learning the Landscape series, delivered by Yang-Hui He at the Kavli Asian Winter School on Strings, Particles and Cosmology. Explore fundamental concepts in mathematics and string theory, including Riemann surfaces, cohomology, Calabi-Yau manifolds, and string phenomenology. Learn about heterotic compactification, special holonomy, and topological properties of Calabi-Yau manifolds. Discover explicit examples of these complex geometric structures and their applications in theoretical physics. Engage with cutting-edge topics such as cyclic manifolds, triadophilia, and Complete Intersection Calabi-Yau (CICY) 3-folds. Conclude with a Q&A session to deepen your understanding of these advanced concepts in high-energy theory and mathematical physics.

Machine Learning the Landscape - Lecture 1

International Centre for Theoretical Sciences
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