Lattices and Encrypted Computation
Explore lattice-based cryptography, focusing on fully homomorphic encryption and its breakthroughs. Learn about key switching, modular computation, and multi-key encryption in this advanced talk.
Using Lattices for Cryptanalysis
Explore lattice-based cryptanalysis techniques, including Coppersmith's method and attacks on NTRU, with applications to breaking classical cryptography and solving mathematical problems.
Algebraic Lattices and Ring Learning With Errors
Explore algebraic lattices and Ring Learning with Errors, covering key concepts, operations, and hardness theorems in cryptography and lattice-based algorithms.
Complexity of Lattice Problems
Explore lattice problems' complexity, including shortest vector problem, hardness of approximation, and open challenges in lattice-based cryptography.
Algorithms for Lattice Problems
Explore lattice algorithms, complexity, and cryptography, covering key problems, civic algorithms, and open challenges in this comprehensive overview of lattice theory and applications.
Introduction to Sphere Packing Problems by Abhinav Kumar
Explore sphere packing in geometry, covering its history, applications, and recent advances. Learn about lattices, codes, bounds, and energy minimization in various dimensions.
Arithmetic Statistics and the Iwasawa Theory of Elliptic Curves
Explore arithmetic statistics and Iwasawa theory of elliptic curves, covering Selmer groups, Greenberg's Conjecture, and p-adic Birch and Swinnerton-Dyer Conjecture in this advanced number theory seminar.
Mathematics of Computation Through the Lens of Linear Equations and Lattices
Explore mathematical foundations of computation through linear equations and lattices, covering error correction, vector problems, and lattice theory with implications for future computing.
The Arithmetic of Quadratic Twists of Elliptic Curves
Explore quadratic twists of elliptic curves, Selmer groups, and L-values. Delve into the congruent number problem and progress on the BSD conjecture. Gain insights into advanced number theory concepts.
How to Allow Deep Learning on Your Data Without Revealing Your Data
Exploring secure deep learning on private data without revealing it, discussing InstaHide and TextHide methods, their applications in Federated Learning, and addressing potential security concerns.
Classical and Quantum Algorithms for Isogeny Problems
Explore classical and quantum algorithms for isogeny problems in post-quantum cryptography, focusing on computational challenges, path finding in isogeny graphs, and reductions to other problems in elliptic curve cryptography.
Some Simple Cryptographic Ciphers
Explore basic cryptographic techniques like Caesar cipher and tabular transposition, learning how to encode and decode secret messages using simple mathematical methods.
How Quantum Computers Break Encryption - Shor's Algorithm Explained
Explore Shor's Algorithm and its potential to break encryption using quantum computers. Learn about modular arithmetic, period-finding, and quantum Fourier transform in this informative video.
Advanced Security Workshop - Secure Data at Rest with TDE
Learn to secure sensitive data using Transparent Data Encryption (TDE) at the database storage level, protecting against ransomware and unauthorized access through hands-on exercises and real-world scenarios.
Cracking the Cipher Challenge - InfoSec Keynote
Explore cryptography through historical ciphers, modern encryption, and real-world applications. Gain insights into code-breaking techniques and the evolution of information security.
Network Security - SHA 512 (Authentication Algorithm)
Learn about SHA-512, a secure hash algorithm for authentication. Explore padding, initialization, processing, and output generation in this comprehensive overview of the cryptographic function.
Network Security - AES (Advanced Encryption Standard) Algorithm
Explore AES encryption algorithm's structure, operations, and key components for secure network communication and data protection.
Craig B. Gentry: Homomorphic Encryption
Explore groundbreaking advancements in cryptography with Craig B. Gentry's lecture on homomorphic encryption, a revolutionary technique for secure data processing in untrusted environments.
Construct Your Design Explicitly! If You Can
Explore explicit construction methods for combinatorial designs, focusing on their advantages and challenges in mathematical research and applications.
Remembering Rudi Mathon
Tribute to mathematician Rudi Mathon, highlighting his contributions to designs, codes, and cryptography. Explores his legacy and impact on the field.
Speeding Up Multi-Scalar Multiplication over Fixed Points
Explore techniques to accelerate multi-scalar multiplication over fixed points, enhancing efficiency in cryptographic operations and mathematical computations.