Primjeri korištenja Combinatorics na Engleski i njihovi prijevodi na Hrvatskom
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Combinatorics Definitions(11 members).
You all know this is Combinatorics, right?
Combinatorics, that's what I do?
Yeah, it's classic enumerative combinatorics.
Though her combinatorics is her weakest area.
So far. They're having me guest-lecture on Combinatorics.
He's the leader in combinatorics at the University.
And combinatorics is a wonderful and interesting branch of mathematics.
It makes many identities in combinatorics valid for all applicable sizes.
These equations play an important role in different areas of mathematics,specifically in combinatorics.
Things like creativity, combinatorics, problem solving, etc. are encouraged here.
Both ergodic theory andstatistical physics will be revolutionized by my approach to extremal combinatorics.
Applications of classical combinatorics for extremal problems in discrete mathematics.
Combinatorics is a branch of mathematics concerning the study of finite or countable discrete structures.
This is not really number theory, butrather, I would say, combinatorics, and such a trivial kind of combinatorics that even I had the right idea.
Combinatorics, where he also wrote an important book Transversal Theory and he developed ideas coming from Hall 's theorem.
No offense, butthe math I'm using is so complicated, Combinatorics and… I don't know if I can dumb it down enough for it to make sense. You know?
Combinatorics and… I don't know if I can dumb it down enough for it to make sense. You know? No offense, but the math I'm using is so complicated.
Goal: Introduction to the mathematics of computer science, or the synthesis of various mathematical disciplines, such as mathematical logic, theory of sets,graph theory, combinatorics, and others.
He's the leader in combinatorics at the University, and also happens to be one of your most vocal opponents.
Itis expected to get new results in areas such as: Algebraic graphtheory,enumerative and polyhedral combinatorics, parallelcomputing, combinatorial algorithmics and optimizations, nonbalanced designes, chemical graph theory and applications.
You know, combinatorics and, um… no offense, but the math I'm usingis so complicated that I don't knowif I can dumb it down enough for itto make sense.
By developing this topic, Victor Vasarely changes the intuitive suprematist shape into the combinatorics of the intellect constructed according to the a priori given algorithms, using the motif of a circle in a square as an essential sublimation of art.
You know, combinatorics and, um… that I don't knowif I can dumb it down enough for itto make sense. no offense, but the math I'm usingis so complicated.
Gian-Carlo Rota at MIT said that combinatorics is like putting different colored marbles in different colored boxes and seeing how many ways you can divide them.
These numbers also arise in combinatorics, where( n b){\displaystyle{\tbinom{n}{b}}} gives the number of different combinations of b elements that can be chosen from an n-element set.
