Dhanish ShettyforCOPS IIT BHUblogs.copsiitbhu.co.in·Dec 19, 2024Understanding Euler's Totient Function: A Key Tool in Number TheoryEuler’s Totient Function often symbolised as ϕ(n), is one of the most important and fascinating functions in number theory. Named after the mathematician Leonhard Euler, it counts the number of integers upto a given integer n that are coprime to n. T...30 likes·159 readsProgramming Blogs
Dhanish ShettyforCOPS IIT BHUblogs.copsiitbhu.co.in·Dec 19, 2024Understanding Euler's Totient Function: A Key Tool in Number TheoryEuler’s Totient Function often symbolised as ϕ(n), is one of the most important and fascinating functions in number theory. Named after the mathematician Leonhard Euler, it counts the number of integers upto a given integer n that are coprime to n. T...30 likes·159 readsProgramming Blogs
Kofi / Illestpreachablog.illestpreacha.com·Oct 22, 2024Mathober2024_PerfectLoco-Quartet For my 17th sketch of Mathober2024, LocoQuartet is coded in Locomotion group in sets that works for the “perfect” number that is 6. The 19th prompt of Mathober is Perfect. “In number theory, a perfect number is a positive integer that ...Mathober2024Number theory
Priyank Patelpriyankpatel.dev·Sep 29, 2024The Magic Number 6174 That Never Goes AwayLast night while checking out a YouTube video, the algorithm suggested a video about the 6174 magic number—also known as Kaprekar's constant. Since the word "magic" always catches my attention, I gave it a watch. And wow, this number really is magic!...43 readsMathematical Tricks
Abrar Eyasireyasir2047.hashnode.dev·Jul 2, 2024Number of Divisors Using Prime FactorizationQuestion: Given a positive integer n, we must find the total number of divisors for n. Let d( n ) be the number of divisors for the natural number, n. We begin by writing the number as a product of prime factors: n = p^a* q^b* r ^c … then the number ...1 likedivisors
Mann Jaintechmadeeasy.hashnode.dev·Jun 17, 2024Fermat Theorem: Number TheoryAny number which is a perfect square gives remainder either 0 or 1, when divided by 4. Even numbers would give 0 remainder and odd would give remainder as 1. Proof: Even number can be represented as : 2*n. Square of even number = (2n)^2 = 4n...fermat
Quantum Cyber Solutionsqcs.hashnode.dev·May 12, 2024The Quantum Leap: Revolutionizing Number Theory and CryptographyPublished on Sunday, May 12, 2024 The Quantum Leap: Revolutionizing Number Theory and Cryptography ==================================================================== Authors Name Elon Tusk 😄 Twitter The Quantum Leap: Revolutionizing Number The...Cryptography
Quantum Cyber Solutionsqcs.hashnode.dev·May 12, 2024The Quantum Leap: Revolutionizing Number Theory and CryptographyPublished on Sunday, May 12, 2024 The Quantum Leap: Revolutionizing Number Theory and Cryptography ==================================================================== Authors Name Elon Tusk 😄 Twitter The Quantum Leap: Revolutionizing Number The...Cryptography
Samuel Nwankwosaminwankwo.hashnode.dev·Apr 26, 2023Math for Code: Essential Mathematical Concepts Every Programmer Should KnowListen up, all you aspiring developers out there! It's time to put down the calculators and pick up those textbooks because we're talking about Maths for Code. Yes, you heard me right - Maths. I know, I know, you thought being a developer meant you c...26 readsProgramming basics
Aman NadafforTeckbaker's Blogteckbakers.hashnode.dev·Feb 6, 2023Number TheoryHui!! Euclid's Algo Let's start with GCD(Greatest Common Divisor). I would assume you know what GCD is. You might know different ways to calculate GCD. You might use Euclid's Algo to find the GCD of two numbers or you would just represent both number...2 likes·39 readsDSANumber theory
Rajganesh Panduranganrajp.hashnode.dev·Jan 16, 2023Prime Numbers: What They Are and Why They MatterPrime numbers have captivated mathematicians for centuries. They’re so simple yet so important—they’re used in cryptography, coding, computer science, and much more. In this blog post, we’ll explore what prime numbers are, why they’re important, and ...10 likes·134 readsNumber theory
