#euclideanalgorithm 검색 결과

関数を勉強する必要がなくなる? Excelの新機能「数式補完」が登場。 「=」と入力するだけで、Copilotがシートの文脈に基づいて数式を提案。 簡単な関数はこれでOK。 私はよくExcelをスクショして、ChatGPTに貼りけて実現したいこと尋ねる。これでほぼ全ての関数を作れる

Satya Nadella 님으로부터

Using the beautiful Euler's formula to establish the Product to Sum Identities in Elementary Trigonometry. #math

ChetuyaGamma's tweet image. Using the beautiful Euler's formula to establish the Product to Sum Identities in Elementary Trigonometry.

#math

Another algorithm you can play with: Quicksort Show this to your friend who says recursion is confusing illustrated-algorithms.now.sh/quicksort


Ο Φειδίας μαθαίνει σας - πως δουλεύουν οι αλγόριθμοι στα ΜΚΔ.

CyprusNEOI56's tweet image. Ο Φειδίας μαθαίνει σας - πως δουλεύουν οι αλγόριθμοι στα ΜΚΔ.

Visualization of Euler's polyhedron formula: V - E + F = 2 or Vertices - Edges + Faces = 2 [🎞️ Beau Janzen / reason4math]


The Secret Rules of Modern Living: #EuclideanAlgorithm: Cool clever with Marcus du Sautoy on #iPlayer #Tech #Maths

unifiedg's tweet image. The Secret Rules of Modern Living: #EuclideanAlgorithm: Cool clever with Marcus du Sautoy on #iPlayer #Tech #Maths

Right? 🤔 Wanted to write a long post, but decided this scheme might be easier to understand… does it make sense, do you get what I mean?

ciguleva's tweet image. Right? 🤔

Wanted to write a long post, but decided this scheme might be easier to understand… does it make sense, do you get what I mean?

Euler’s Number via Geometry e = 1 + 1/1! + 1/2! + 1/3! + ... is a transcendental number, so it has no straightedge and compass construction. However, e has geometric interpretations. Here it appears as the length of a broken-line spiral made from involutes


Successful first attempt at double-pendulum simulation in puredata. Here I am simulating 2048 pendulums (/2 for double ofc) I think my math is off, but it's close.


Algorithm in one picture: Montgomery batch inversion Given a bunch of numbers x1, x2 ... xn, compute 1/x1, 1/x2 ... 1/xn, while only doing a single division (you have to do more multiplications, but usually multiplication is much cheaper than division so this is a good tradeoff)

VitalikButerin's tweet image. Algorithm in one picture: Montgomery batch inversion

Given a bunch of numbers x1, x2 ... xn, compute 1/x1, 1/x2 ... 1/xn, while only doing a single division (you have to do more multiplications, but usually multiplication is much cheaper than division so this is a good tradeoff)

I confirmed that GPT-5 Pro can solve Yu Tsumura’s 554th Problem. I explicitly asked it not to use search. The proof differs from the one shown by @nasqret and took 13 minutes and 40 seconds. (I’m not an expert, but it looks correct to me.)

ASM65617010's tweet image. I confirmed that GPT-5 Pro can solve Yu Tsumura’s 554th Problem. I explicitly asked it not to use search.

The proof differs from the one shown by @nasqret and took 13 minutes and 40 seconds. (I’m not an expert, but it looks correct to me.)
ASM65617010's tweet image. I confirmed that GPT-5 Pro can solve Yu Tsumura’s 554th Problem. I explicitly asked it not to use search.

The proof differs from the one shown by @nasqret and took 13 minutes and 40 seconds. (I’m not an expert, but it looks correct to me.)
ASM65617010's tweet image. I confirmed that GPT-5 Pro can solve Yu Tsumura’s 554th Problem. I explicitly asked it not to use search.

The proof differs from the one shown by @nasqret and took 13 minutes and 40 seconds. (I’m not an expert, but it looks correct to me.)
ASM65617010's tweet image. I confirmed that GPT-5 Pro can solve Yu Tsumura’s 554th Problem. I explicitly asked it not to use search.

The proof differs from the one shown by @nasqret and took 13 minutes and 40 seconds. (I’m not an expert, but it looks correct to me.)

Let's break this algorithm . Its e a s y .


💬 Weverse Reply 251015 | #CARMEN 👤: Everyoneee, I will teach a math problem ~~!! y = x + 56 - x³ = x + 13 So x = 4 and x = -5 V = π123 (8-x²)³ - (x + 13)² dx V = π45 (x⁶ - 27x⁴ + 112x² + 99) - (x³ + 26x + 169) dx V = π / 45 (x⁶ - 28x⁴ - 26x² + 82x + 120) dx77 V = x [-x -…

translatingH2H's tweet image. 💬 Weverse Reply 251015 | #CARMEN

👤: Everyoneee, I will teach a math problem ~~!!
y = x + 56 - x³ = x + 13
So x = 4 and x = -5
V = π123 (8-x²)³ - (x + 13)² dx
V = π45 (x⁶ - 27x⁴ + 112x² + 99) - (x³ + 26x + 169) dx
V = π / 45 (x⁶ - 28x⁴ - 26x² + 82x + 120) dx77
V = x [-x -…
translatingH2H's tweet image. 💬 Weverse Reply 251015 | #CARMEN

👤: Everyoneee, I will teach a math problem ~~!!
y = x + 56 - x³ = x + 13
So x = 4 and x = -5
V = π123 (8-x²)³ - (x + 13)² dx
V = π45 (x⁶ - 27x⁴ + 112x² + 99) - (x³ + 26x + 169) dx
V = π / 45 (x⁶ - 28x⁴ - 26x² + 82x + 120) dx77
V = x [-x -…

First iteration → Final iteration ✨ Finding the right direction is part of the fun. We iterate fast, stay in sync, and land on something that just works.

uiuxadrian's tweet image. First iteration → Final iteration ✨

Finding the right direction is part of the fun.

We iterate fast, stay in sync, and land on something that just works.
uiuxadrian's tweet image. First iteration → Final iteration ✨

Finding the right direction is part of the fun.

We iterate fast, stay in sync, and land on something that just works.

An Interesting algorithm to approximate the constant e...from Pascal's Triangle.

TheMathFlow's tweet image. An Interesting algorithm to approximate the constant e...from Pascal's Triangle.

"Just calculated the greatest common divisor of two numbers using Java! It's amazing how the Euclidean algorithm simplifies finding the GCD efficiently. #JavaProgramming #GCD #EuclideanAlgorithm"

ReyedgeM's tweet image. "Just calculated the greatest common divisor of two numbers using Java! It's amazing how the Euclidean algorithm simplifies finding the GCD efficiently. #JavaProgramming #GCD #EuclideanAlgorithm"

Nobody's Trivia Euclid worked out virtually none of the theorems of "Euclidean" geometry. He was a collector of other men's works. His great virtue was that he arranged in so logical an order the geometrical theorems known in his time that they can scarcely be improved on.

BunkerfunkAdams's tweet image. Nobody's Trivia
Euclid worked out virtually none of the theorems of "Euclidean" geometry. He was a collector of other men's works. His great virtue was that he arranged in so logical an order the geometrical theorems known in his time that they can scarcely be improved on.

I wasn't aware of this W function. ☺️ Don't get me wrong, it's a nice solution. Hats off! But to me it sounds like: There is Umud's U function defined as: U((2^x)+x)=x. Therefore, the answer is U(5). qed


🧮 Uncover the beauty of the Euclidean Algorithm in Java! Learn how to find the Greatest Common Divisor (GCD) of two numbers with this enlightening tutorial. #EuclideanAlgorithm #GCD #JavaProgramming #AlgorithmTutorial #LearnToCode #JavaProgramming #UserDefinedMethod #GCD


"Just calculated the greatest common divisor of two numbers using Java! It's amazing how the Euclidean algorithm simplifies finding the GCD efficiently. #JavaProgramming #GCD #EuclideanAlgorithm"

ReyedgeM's tweet image. "Just calculated the greatest common divisor of two numbers using Java! It's amazing how the Euclidean algorithm simplifies finding the GCD efficiently. #JavaProgramming #GCD #EuclideanAlgorithm"

A factual headline would have been: 'The man whose name the word #algorithm was derived from'. BTW, intuitively/roughly, if one measure the worth of algorithm by a rating function of the form age*importance then the #EuclideanAlgorithm is arguably the best algorithm of all time.

Lol. The #BBC's pro-Muslim bias on full display (many important algorithms were invented hundreds of years before Al-Khwarizmi, e.g. by #Brahmagupta in #India, or, even earlier, by the #Greeks around #Euclid):

LGcommaI's tweet image. Lol. The #BBC's pro-Muslim bias on full display (many important algorithms were invented hundreds of years before Al-Khwarizmi, e.g. by #Brahmagupta in #India,  or, even earlier, by the #Greeks around #Euclid):


"#euclideanalgorithm"에 대한 결과가 없습니다

"Just calculated the greatest common divisor of two numbers using Java! It's amazing how the Euclidean algorithm simplifies finding the GCD efficiently. #JavaProgramming #GCD #EuclideanAlgorithm"

ReyedgeM's tweet image. "Just calculated the greatest common divisor of two numbers using Java! It's amazing how the Euclidean algorithm simplifies finding the GCD efficiently. #JavaProgramming #GCD #EuclideanAlgorithm"

The Secret Rules of Modern Living: #EuclideanAlgorithm: Cool clever with Marcus du Sautoy on #iPlayer #Tech #Maths

unifiedg's tweet image. The Secret Rules of Modern Living: #EuclideanAlgorithm: Cool clever with Marcus du Sautoy on #iPlayer #Tech #Maths

Time comparisons between two algorithms that evaluate the gcd of the two numbers - websystemer.no/time-compariso… #euclideanalgorithm #gcd #programming #timecomparison #timecomplexity

Websystemer's tweet image. Time comparisons between two algorithms that evaluate the gcd of the two numbers - websystemer.no/time-compariso…

 #euclideanalgorithm #gcd #programming #timecomparison #timecomplexity

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