AI SCI TCH DR Dr Swarneendu AI Meta Built an AI That Rewrites the Algorithm That Rewrites Itself. Hyperagents (Meta, March 2026) extends the Darwin Gödel Machine to arbitrary domains by making the improvement mechanism itself editable.
HUM SCI MA MathBerries Modular Arithmetic This book is a great source for Olympiad Students to deep dive into the world of Modular Arithmetic. If you’re interested to invest in…
SCI A Ян Альбертович Дененберг Give an example of a number ending in 400 such that, when its last three digits, 400, are moved to… Приведите пример числа, оканчивающегося на 400, которое при перестановке последних трёх цифр 400 в начало увеличивается в 4 раза.
HUM SCI IN Indiantalentolympiad Olympiad Books: Essential Resources for Success in Competitive Exams In today’s competitive educational landscape, Olympiad exams are crucial for students aspiring to excel in academics and enhance their…
ART SCI NG Nguyen Vu Minh A surprisingly elegant and easy proof for a Putnam problem ! William Lowell Putnam Mathematical Competition is known for its very hard Math Olympiad style problems. It is organized in America and…
HUM SCI IN International Maths Challenge The Ultimate Guide to Maths Olympiads for Primary and Middle School Students (2026) Introduction
SCI TA Tashriq Saihan Shan ‘How many 0s are at the end of 1000!’? Let’s consider the number formed by the product of all numbers starting from 1 to 1000. So, if we call our number N, then…
SCI A Ян Альбертович Дененберг В турнире по крестикам-ноликам за победу даётся 1 очко, за ничью — 0 очков, а за проигрыш одно… (Санкт-Петербургская Математическая Олимпиада. 1992)
SCI A Ян Альбертович Дененберг На Ленинградской олимпиаде 1972-го года предлагалась следующая задача: Существует ли натуральное число, сумма цифр квадрата которого равна 1972?
