BlogHide Resteemsresteemedmathsolver (53)in math • 6 years agosteemCreated with Sketch.[Math talk #26] Greatest Common Divisor( Image source Link , CC0 license) The Greatest common divisor In the last post I introduced the integer division algorithm. Given two integers with , there exist unique quotient and…resteemedmathsolver (53)in math • 6 years agosteemCreated with Sketch.[Math Talk #24] Integer Division Algorithm( Image Source Link , CC0 license) We all know how to obtain quotients and remainder using the division algorithm for integers. But why is it always possible to have a unique pair of…resteemedmathsolver (53)in kr • 6 years agosteemCreated with Sketch.[수학 이야기 #23] 13일의 금요일은 과연 특별한 날일까?( 이미지 출처 CC0 license) 13일의 금요일은 특별한가? 그레고리력의 주기 그레고리력의 규칙을 다시한번 살펴보자. 평년은 365일로 한다. 4의 배수인 해는 원칙적으로 윤년 (366일) 100의 배수인 해는 윤년에서 제외 400의 배수이면 예외적으로 윤년에 포함시킴. 따라서 그레고리력은…resteemedmathsolver (53)in kr • 6 years ago[수학 이야기 #22] 날짜를 알면 요일을 알 수 있다?!( 이미지 출처 , CC0 license) 날짜와 요일의 관계 율리우스력에서 그레고리력으로의 전환 율리우스 카이사르 가 도입한 율리우스력은 다음과 같은 규칙으로 날짜를 계산하였다. 평년은 일 이고, 4년마다 윤년 (366일)을 배치한다. 이는 굉장히 부정확한 날짜 계산법이었는데, 그 이유는 지구가 태양을 한 바퀴 돌아…resteemedmathsolver (53)in math • 6 years ago[CS and Math #21] Matrix Multiplication - Strassen's Algorithm[1] Matrix Multiplication Technique Difficulty of Matrix Multiplication Simply, a matrix is nothing but rectangular array of numbers. We say a matrix has rows and columns if it is of the…resteemedmathsolver (53)in math • 6 years ago[Math Talk #20] Fibonacci numbers and their relationships[1] Relationship between Fibonacci numbers 1. The History We all know what Fibonacci sequence is, but to be sure, let's just state the full recurrence relation here. A Fibonacci sequence is…resteemedmathsolver (53)in math • 6 years ago[Math Talk #19] Infinite tasks in finite time? - Supertasks[1] Infinitely many tasks in Finite amount of time? Today I will post about old but gold philosopical paradoxes; all are considered as supertasks . 0. What is a Supertask? A…resteemedmathsolver (53)in math • 6 years ago[Math Talk #18] Secret of Shuffling - Derangements[1] 0. What is a Derangement? In mathematics, permutation is an act of arranging all the members of a set into some sequence or order. A permutation which leaves no element fixed is called…resteemedmathsolver (53)in art • 6 years agoSwallow CurveA harmonograph is a mechanical apparatus that employs pendulums to create a geometric image. The drawings created typically are Lissajous curves, or related drawings of greater complexity. A…resteemedmathsolver (53)in math • 6 years ago[Math Paradox #17] Covering Infinite Area using Finite Paint - Gabriel's Horn[1] Paradox and Math Be Careful! Starting with this post, next 3 to 4 posts will be about paradoxes in Math. In fact, most of the topics that are considered as mathematical paradox are not…resteemedmathsolver (53)in art • 6 years agoThis is how Computer Recognizes Donald TrumpProgram that I used is Mathematica In the last post , I've talked about how computer recognizes Steemit Logo. Today I'll introduce how computer recognizes a person's face. Here's a picture…resteemedmathsolver (53)in math • 6 years ago[Life and Math #16] Finding the Date of the week - Zeller's Formula[1] Finding the Day of the Week - Zeller's Formula Today's topic is not complicated, rather it is closely related to our daily lives. 0. What is Zeller's Formula? [2] Zeller's congruence is…resteemedmathsolver (53)in art • 6 years agoThis is how Computer Recognizes Steemit LogoProgram that I used is Mathematica. First, let's use this image (Here is the Image Source Link ) Now computer recognizes this image as combination of 12 disjoint curves as…resteemedmathsolver (53)in math • 6 years ago[Math Talk #15] Random Walk of a Nasty Frog[1] Random Walk of a Frog & the Golden Ratio 0. Apart from Symmetry [2] A random walk is a mathematical object that describes a path that consists of a succession of random steps on some…resteemedmathsolver (53)in art • 6 years agoBlood Angel CurveThis animation is created via MATLAB. ▶️ DTube ▶️ IPFSresteemedmathsolver (53)in math • 6 years ago[Steemit & Math #13] Friendship Paradox - Is it bad or not?[1] Steemit and Friendship Paradox Hello steemeans! Today's topic is related to Steemit! Why do the people we follow have more followers than us? Most people in Steemit get frustrated or…resteemedmathsolver (53)in art • 6 years agoMATLAB and Art #2 [Parametric Equations]Not only humans but also computers do art. These are done by MATLAB. < Sun > < Doughnut > < Heptagon > < Rose > < Blade…resteemedmathsolver (53)in art • 6 years ago[Math and Art #1] HarmonographUsing Harmonograph, you can draw a lot of wonderful geometric shapes. Different frequency, amplitude and phase produce different geometrical shapes. Wonderful art! < A Pentagon…resteemedmathsolver (53)in math • 6 years ago[Math & Physics #12] The Harmony - Kepler's Third Law [Part 3][1] Kepler's Law of Planetary Motion [Part 3] This will be the last talk about Kepler's Law of Planetary Motion. Last two posts, and were about Kepler's first and second law. Today, I'm…resteemedmathsolver (53)in kr • 6 years ago[SNS 와 수학이야기 #5] 왜 내가 팔로워하는 사람들은 나보다 많은 팔로워를 가지고 있을까요?[3] 팔로워 수에 숨겨진 수학 - Friendship 패러독스 1. 스팀잇의 수학적 모델링 스팀잇은 팔로우와 팔로워가 구별된다. A가 B를 팔로우하면 다음과 같이 A에서 시작하여 B로 가는 화살표로 나타내자. 마찬가지로 B가 A를 팔로우하면, 다음과 같이 B에서 시작하여 A로 가는 화살표를 덧댄다. 이렇게…
