Сагайдачні Многовиди - Частина 2
Dive into advanced mathematical physics concepts, exploring quiver varieties, symplectic quotients, and the Kempf-Ness theorem, culminating in an in-depth study of Nakajima varieties.
On Normalization in the Integral Models of Shimura Varieties of Hodge Type
Explore normalization in integral models of Shimura varieties of Hodge type, delving into advanced number theory concepts and their applications in algebraic geometry.
Asparagus: Automated Synthesis of Parametric Gas Upper-Bounds for Smart Contracts
Explore automated synthesis of parametric gas upper-bounds for smart contracts using novel geometric approaches, enhancing blockchain security and efficiency.
Algebro-geometric Algorithms for Template-Based Synthesis of Polynomial Programs
Explore algebro-geometric algorithms for template-based synthesis of polynomial programs, offering a scalable approach to program sketching without sacrificing completeness.
Coding Theoretic Framework for Private Information Retrieval - SIAM SAGA Seminar
Explore private information retrieval in coded storage systems, focusing on algebraic-geometric codes and star product schemes for adjustable storage overhead and server collusion protection.
Spectrum of Singularities
Explore hypersurface singularity spectra: definition, properties, and computational techniques. Learn about Thom-Sebastiani theorem, semicontinuity, and applications in algebraic geometry.
Techniques of Resolution of Singularities in Quasianalytic Classes - Lecture 1
Explore advanced mathematical concepts in singularity resolution within quasianalytic classes, presented by Andre Belotto da Silva from Université de Paris.
The Geometry of Tensors - Carolina Araujo
Explore tensor decomposition, its applications, and geometric interpretation. Learn about recent developments in determining tensor ranks and their significance in various fields.
Counting Divisorial Contractions with Centre a $cA_n$-Singularity
Explore 3D divisorial contractions with $cA_n$-singularity centers, simplifying existing classifications and examining high-discrepancy contractions to fixed varieties.
Logarithmic Resolution of Singularities
Explore a novel approach to resolving singularities in algebraic geometry using logarithmic techniques, offering faster and more functorial results with applications to log schemes and morphisms.
GPPV Invariants and the Spectrum of Singularities
Explore complex surface singularities, their 3-manifold links, and GPPV invariants. Discover new connections between modular forms and singularity spectra for Brieskorn homology spheres and ADE singularity links.
Steenbrink Spectra in Singularity Categories
Explore Steenbrink spectra's role in singularity categories, examining how spectral numbers manifest in triangulated singularity categories associated with singularities.
Polynomial Time Guarantees for the Burer-Monteiro Method
Explore polynomial time guarantees for the Burer-Monteiro method in solving large-scale semidefinite programs, focusing on smoothed analysis and its implications for optimization algorithms.
New Directions in Cylindrical Algebraic Decomposition
Explores recent advancements in Cylindrical Algebraic Decomposition, focusing on search-based algorithms and machine learning heuristics to improve efficiency in solving polynomial constraints.
Isogenies and Applications in Cryptography
Explore cutting-edge cryptographic research on isogenies and their applications in this Crypto 2023 session, featuring expert presentations and discussions.
Lattice-Based Cryptography Session - TCC 2022
Explore cutting-edge research and developments in lattice-based cryptography at this Theory of Cryptography Conference session.
Isogenies in Cryptography - Session 2
Explore cutting-edge research on isogeny-based cryptography in this advanced session from Eurocrypt 2023, featuring presentations on the latest developments and applications in the field.
Isogenies in Public Key Cryptography - PKC 2023 Session
Explore cutting-edge research on isogenies in cryptography, featuring presentations on recent advancements and potential applications in post-quantum security.
A New Case of BSD Conjecture and Deformation of Line Bundles
Explores a new case of the BSD conjecture for elliptic curves and examines deformation of line bundles in positive and mixed characteristic, applying rigidity properties of variations of Hodge structures.
Multivariate Goppa Codes - Applications in Cryptography and Error Correction
Explore multivariate Goppa codes, their properties, and applications in cryptography and quantum error correction. Gain insights into advanced coding theory and its practical implications.
Quiver Representations and Neural Networks
Explore quiver representations in linear algebra and their application to neural networks, examining moduli spaces and network function spaces.