Akintunde AyodeleinIntuitionAn Introduction to Integer PartitionsStairway to H̶e̶a̶v̶e̶n̶10 min read·Jul 10, 2023----
Akintunde AyodeleinIntuitionFun with Numbers - Kaprekar’s ConstantLet’s have some fun with numbers.4 min read·Jan 24, 2023--2--2
Akintunde AyodeleinIntuitionBinary Quadratic Forms and Primes of the Form x² + ny²Here is an interesting observation about numbers: Some prime numbers can be written as sums of two squares(x² + y²), like: 5 = 1² + 2² 13 =…13 min read·Oct 26, 2022----
Akintunde AyodeleinIntuitionThe Idea of IdealsAt the end of the post Unique and Non-unique Factorization, we saw how the introduction of Kummer’s “ideal numbers” remedied the lack of…9 min read·Jun 30, 2022--1--1
Akintunde AyodeleinIntuitionUnique and Nonunique FactorizationLet’s begin with an illustration. Of (non)unique factorization. Consider the following factorizations of 24: 24 = 8 x 3 24 = 12 x 2 24 =…7 min read·Apr 11, 2022--2--2
Akintunde AyodeleNumber Fields“God made the integers, all else is the work of man”. - Leopold Kronecker10 min read·Mar 30, 2022--1--1
Akintunde AyodeleinNerd For TechHere’s How Quadratic Sieve Factorization WorksFinding the product of two or more numbers is a straightforward mathematical operation, but the inverse operation of decomposing a number…14 min read·Feb 6, 2022--1--1
Akintunde AyodeleinNerd For TechExperimental Math — Computing Units of Modular RingsAn Introduction to Rings and Units in Abstract Algebra9 min read·Apr 28, 2021----
Akintunde AyodeleA first look at GroupsA group is a monoid in which every element has an inverse.14 min read·Nov 14, 2020----
