Combinatorics Ingilizce kullanımına örnekler ve bunların Turkce çevirileri
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Combinatorics and Graph Theory.
Abigail has been teaching a course in combinatorics and probability at MIT.
Combinatorics, that's what I do.
Solve enumeration problems in combinatorics and encoding their solutions.
Combinatorics, that's what I do.
It is used in the study of computer graphics and topological combinatorics.
And combinatorics is a wonderful and interesting branch of mathematics.
Abigail's been teaching a course in combinatorics and probability at m. i. t. since she was 22.
He worked on continued fractions, descriptive geometry, number theory and combinatorics.
There are increasing interactions between combinatorics and physics, in particular statistical physics.
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.
Don't tell me I have been working with you for over two years on combinatorics, and you're just going to throw that all away for physics.
In the preceding centuries much mathematical focus was on calculus and continuous functions, but the rise of computing and communication networks led to an increasing importance of discrete concepts andthe expansion of combinatorics including graph theory.
His discussion of the combinatorics of meters corresponds to an elementary version of the binomial theorem.
He made numerous contributions to the study of topology, graph theory, calculus, combinatorics, and complex analysis, as evidenced by the multitude of theorems and notations named for him.
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.
Unsolved problems remain in multiple domains, including physics, computer science, algebra, additive and algebraic number theories,analysis, combinatorics, algebraic, discrete and Euclidean geometries, graph, group, model, number, set and Ramsey theories, dynamical systems, partial differential equations.
Aspects include"counting" the objects satisfying certain criteria(enumerative combinatorics), deciding when the criteria can be met, and constructing and analyzing objects meeting the criteria(as in combinatorial designs and matroid theory), finding"largest","smallest", or"optimal" objects(extremal combinatorics and combinatorial optimization), and finding algebraic structures these objects may have algebraic combinatorics.
The resulting"characteristic" included a logical calculus, some combinatorics, algebra, his"analysis situs"(geometry of situation), a universal concept language, and more.