#combinatorics risultati di ricerca
Lambert's W function, also called product logarithm, is defined as the inverse of the function f(x)=x e^x. It's a multivalued complex function that can't be expressed in terms of elementary functions. It's useful in #combinatorics and #biochemistry. #MathType #math #mathfacts
i can piss ON and piss OFF the cat at the same time that is a disjoint union! #softwareengineering #combinatorics
Birthday Math! #probability #combinatorics #BlackMathGenius #MathFun #learnmath #math #matheducation
This really is 1 of the 2 most shocking math puzzles I've ever seen. In a sense knee-slappingly clear once you're given the strategy, yet I keep pondering new aspects of how weird it is. #Combinatorics #PrisonersDilemmas youtube.com/watch?v=iSNsgj…
Math Wiz Quiz III: Combinatorics and Probability Difficult 2 of 8 #Math #Combinatorics #Probability #Statistics
Math Wiz Quiz III: Combinatorics and Probability Difficult 3 of 8 #Math #Combinatorics #Probability #Statistics
Binomial (trinomial, polynomial...) expansion with 'combinatorics' glasses; indistinguishable and distinguishable object distributions: #mathematics #combinatorics #binomial
Math Wiz Quiz III: Combinatorics and Probability Difficult 5 of 8 #Math #Combinatorics #Probability #Statistics
Math Wiz Quiz III: Combinatorics and Probability Difficult 7 of 8 #Math #Combinatorics #Probability #Statistics
🧵 Day 244 of #geekstreak2025 ✅ GFG POTD: nCr 🧠 Used DP with memoization to compute nCr modulo 1e9+7. Followed the classic recursive relation: nCr = (n-1Cr-1 + n-1Cr) % mod 📌 Base case: nC0 = nCn = 1 🔁 #dsa #combinatorics #dynamicprogramming #potd #gfg244 #geekstreak2025
Math Wiz Quiz III: Combinatorics and Probability Difficult 6 of 8 #Math #Combinatorics #Probability #Statistics
Some n!/[(n-r)!r!] logic for those just getting into #combinatorics... #alevelmaths #furtherpuremaths #permutations #pascalstriangle
![tiago_hands's tweet image. Some n!/[(n-r)!r!] logic for those just getting into #combinatorics...
#alevelmaths #furtherpuremaths #permutations #pascalstriangle](https://pbs.twimg.com/media/GZZZbbFXcAAR5Sf.jpg)
Math Wiz Quiz III: Combinatorics and Probability Difficult 8 of 8 #Math #Combinatorics #Probability #Statistics
Why you should choose boxes to objects and not the other way: Counting the 'Distinguishable object distributions' using the 'multiplication principle'. #mathematics #combinatorics
Workings that lead up to an even more comprehensive understanding of the formula n!/[(n-r)!r!]. #combinatorics #permutations #furtherpuremaths #alevelmaths
![tiago_hands's tweet image. Workings that lead up to an even more comprehensive understanding of the formula n!/[(n-r)!r!]. #combinatorics #permutations #furtherpuremaths #alevelmaths](https://pbs.twimg.com/media/GNI7bVpXMAE8Z9z.jpg)
Combinatorial Comparison of Trace Monoids via Their Dependence Graph Symmetries mdpi.com/2504-3900/123/… By Ioannis Michos and Constantinos Kourouzides From the Symmetry 2025 Conference #GraphTheory #FormalMethods #Combinatorics
Array cartesian product: [(x, y) for x in arr1 for y in arr2] All combinations. #JavaScript #Arrays #Combinatorics
(Open Access) An Introduction to Combinatorics and Graph Theory: freecomputerbooks.com/An-Introductio… Look for "Read and Download Links" section to download. Follow me if you like this post. #Combinatorics #GraphTheory #ComputerScience #math #mathematics
Lambert's W function, also called product logarithm, is defined as the inverse of the function f(x)=x e^x. It's a multivalued complex function that can't be expressed in terms of elementary functions. It's useful in #combinatorics and #biochemistry. #MathType #math #mathfacts
i can piss ON and piss OFF the cat at the same time that is a disjoint union! #softwareengineering #combinatorics
![AlgebraFact's tweet image. Richard Staney's 12-fold way
johndcook.com/TwelvefoldWay.… [pdf]
#combinatorics](https://pbs.twimg.com/media/FstSrvTXwAAAZqF.png)
Binomial (trinomial, polynomial...) expansion with 'combinatorics' glasses; indistinguishable and distinguishable object distributions: #mathematics #combinatorics #binomial
🧵 Day 244 of #geekstreak2025 ✅ GFG POTD: nCr 🧠 Used DP with memoization to compute nCr modulo 1e9+7. Followed the classic recursive relation: nCr = (n-1Cr-1 + n-1Cr) % mod 📌 Base case: nC0 = nCn = 1 🔁 #dsa #combinatorics #dynamicprogramming #potd #gfg244 #geekstreak2025
Combinatorial Comparison of Trace Monoids via Their Dependence Graph Symmetries mdpi.com/2504-3900/123/… By Ioannis Michos and Constantinos Kourouzides From the Symmetry 2025 Conference #GraphTheory #FormalMethods #Combinatorics
Will be presenting a proof of a conjecture in my area at the 54th Southeastern International Conference on Combinatorics, Graph Theory, and Computing on Monday! #math #combinatorics
Math Wiz Quiz III: Combinatorics and Probability Difficult 6 of 8 #Math #Combinatorics #Probability #Statistics
Math Wiz Quiz III: Combinatorics and Probability Difficult 8 of 8 #Math #Combinatorics #Probability #Statistics
Some n!/[(n-r)!r!] logic for those just getting into #combinatorics... #alevelmaths #furtherpuremaths #permutations #pascalstriangle
Math Wiz Quiz III: Combinatorics and Probability Difficult of 8 #Math #Combinatorics #Probability #Statistics
Workings that lead up to an even more comprehensive understanding of the formula n!/[(n-r)!r!]. #combinatorics #permutations #furtherpuremaths #alevelmaths
We move onto Groups of Symmetries next. Here is an introduction to the Klein four-group, K₄. Last post of today (or perhaps not). Notes and workings have been extended. #furtherpuremaths #combinatorics #alevelmaths #groups
Bringing a beautiful application of the pigeonhole principle. It’s a classic! Can you also prove it? #Mathematics #Combinatorics #rehash
Math Wiz Quiz III: Combinatorics and Probability Difficult 7 of 8 #Math #Combinatorics #Probability #Statistics
Math Wiz Quiz III: Combinatorics and Probability Difficult 5 of 8 #Math #Combinatorics #Probability #Statistics
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