Number Theory Math for Fun
Explore number theory concepts through engaging proofs, puzzles, and problems, from classic irrationality demonstrations to modular arithmetic and prime numbers.
Python Coding
पायथन प्रोग्रामिंग की मूल अवधारणाओं और उन्नत विषयों को सीखें। पैटर्न, संख्या सिद्धांत, और सॉर्टिं ग एल्गोरिदम पर व्यावहारिक अभ्यास करें।
Cryptography and Network Security
Explore modern cryptography, network security, and cryptanalysis techniques. Learn about symmetric and asymmetric encryption, hash functions, and secure communication protocols.
Number Theory
Explore fundamental concepts in number theory, including perfect numbers, prime theorems, and Diophantine equations, to deepen your understanding of mathematical relationships.
Sending Secrets - Cryptography & Privacy in a Quantum World
Explore cryptography's evolution, from ancient methods to quantum challenges, and discover potential future-proof encryption techniques. No advanced math required.
Sending Secrets: Security and Cryptography in a Quantum World
Explore cryptography's evolution, from Caesar's cipher to quantum computing challenges. Learn about modern encryption, prime numbers, and the potential impact of quantum computers on cybersecurity.
Prime Time - James Maynard
Explore the fascinating world of prime numbers and their impact on our lives with leading researcher James Maynard in this engaging Oxford Mathematics Public Lecture.
Numbers Are Serious but They Are Also Fun - Michael Atiyah
Explore the world of numbers with mathematician Michael Atiyah, from pi to e, and discover the joy and importance of mathematical invention and discovery.
Linear Diophantine Equations and the Extended Euclidean Algorithm - Lecture 1
Explore linear Diophantine equations and the extended Euclidean algorithm, learning how to find integer solutions using quotients from the Euclidean algorithm in this undergraduate mathematics lecture.
A p-adic Approach to Differential Equations - Part II
Explore advanced mathematical concepts in this lecture on p-adic approaches to differential equations. Delve into the second part of Daniel Vargas-Montoya's presentation, delivered as part of the Workshop on "Algebraicity and Transcendence for Singular D…
A p-adic Approach to Differential Equations - Lecture 1
Explore a mathematical lecture on p-adic approaches to differential equations in this first installment of a series presented by Masha Vlasenko. Delivered as part of the Workshop on "Algebraicity and Transcendence for Singular Differential Equations" at…
The Most Beautiful Arrangement of Numbers
Explore the fascinating world of number theory in this 13-minute video that delves into what is considered "the most beautiful arrangement of numbers." Discover the intriguing patterns and relationships hidden within numerical sequences, and gain insight…
Sharp Estimates for Gowers Norms on Discrete Cubes
Explore sharp estimates for Gowers norms on discrete cubes in this 57-minute lecture by Vjekoslav Kovač from the Hausdorff Center for Mathematics. Delve into optimal dimensionless estimates between Gowers U^k norms and l^p norms for functions supported o…
Non-escape of Mass for Arithmetic Quantum Limits on Hyperbolic 4-Manifolds
Explore the intricacies of the Arithmetic Quantum Unique Ergodicity (AQUE) conjecture in this advanced mathematics seminar. Delve into the groundbreaking research on non-escape of mass for Hecke-Maass cusp forms on congruence quotients of hyperbolic 4-sp…
Certain Polytopes Associated to Algebraic Integer Conjugates
Explore the fascinating world of algebraic number theory in this 40-minute Fields Number Theory Seminar presented by Samprit Ghosh from the University of Calgary. Delve into the intriguing relationship between certain polytopes and algebraic integer conj…
Second Moment of the GL_3 Standard L-function on the Critical Line
Explore advanced number theory concepts, focusing on GL_3 L-functions, moments of the Riemann zeta function, and applications to the Rankin-Selberg problem.
Non-escape of Mass for Arithmetic Quantum Limits on Hyperbolic 4-Manifolds
Explore non-escape of mass for Hecke-Maass cusp forms on hyperbolic 4-manifolds, addressing challenges in unbounded Hecke relations and utilizing quaternionic matrices for unique factorization.
Mordell Conjecture and the 1986 Fields Medal - Interview with Gerd Faltings
Explore Gerd Faltings' groundbreaking work on the Mordell Conjecture, his Fields Medal journey, and insights into Arithmetic Geometry through an engaging interview with Oxford mathematician Dr Tom Crawford.
The Most Impressive Math Trick - Remembering and Adding 10 Numbers Instantly
Discover an impressive math trick that blends mathematical trickery with mental math, allowing you to seemingly remember and add 10 numbers in seconds. Learn the secrets behind this mind-blowing effect.
On the Converse to Eisenstein's Last Theorem
Explore Eisenstein's theorem and its converse, examining algebraic functions, Taylor expansions, and ODEs. Delve into joint research on conditions for algebraicity and related conjectures.
First Explicit Reciprocity Law for Unitary Friedberg-Jacquet Periods
Delve into the first explicit reciprocity law for unitary Friedberg-Jacquet periods. Explore its application to the Bloch-Kato conjecture and challenges arising from lack of local multiplicity one.