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Explore connections between Rogers-Ramanujan identities and icosahedron, linking number theory, modular forms, combinatorics, and conformal field theory in an accessible survey for mathematicians.
Explore the deep connections between the Rogers-Ramanujan identities and the icosahedron, spanning number theory, modular forms, combinatorics, and more in this accessible mathematical lecture.
Explore social science research on gender disparities in scientific fields, examining historical perspectives, feminist critiques, and societal representations of women in STEM.
Explore strategies to increase diversity in computing, focusing on gender gaps, retention programs, and creating welcoming environments for underrepresented groups in tech.
Empowering workshops for women in physics, focusing on career development, skill-building, and networking. Addresses unique challenges and provides tools for success in a male-dominated field.
Explore UNESCO's gender equality initiatives, including action plans, statistics, and sector-specific efforts in education, culture, and science. Learn about global progress and challenges.
Explore gender gaps across disciplines through interdisciplinary research, methodology comparisons, and data analysis of publications, surveys, and top journals in physics and astronomy.
Comprehensive analysis of global scientist survey, exploring career experiences, discrimination, and factors influencing scientific progress across disciplines and regions.
Explora la brecha de género en ciencia en Asia, África y América Latina, analizando estudios doctorales, progresión profesional, salarios y discriminación, con énfasis en buenas prácticas y redes para cambiar estereotipos.
Explore advanced mathematical concepts in gauge theories and differential invariants, focusing on invariants of manifolds from 6 dimensions and their applications in theoretical physics.
Explore twisted Hilbert spaces and their applications in topology, including Jones polynomials, torsion, and Gromov-Witten invariants. Gain insights into advanced mathematical concepts and their interconnections.
Explore geometric and syntactic meanings of manifold invariants, flavor symmetries, and hypersurface theories in this advanced mathematics lecture by Du PEI from Caltech.
Explore virtual topological invariants of moduli spaces, focusing on multiplicative classes, convergence, and residual formulas in sheaf theory on surfaces.
Explore virtual topological invariants of moduli spaces, focusing on sheaves on surfaces. Learn about ischemic points, Euler numbers, and perfect obstruction theory.
Explore invariants of 6-dimensional manifolds, covering vector spaces, complex numbers, and vertex operator algebras. Delve into state field correspondence and multi-dimensional environments.
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