Examples of using Combinatorics in English and their translations into Tagalog
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Gian-Carlo Rota used the name continuous combinatorics to describe geometric probability, since there are many analogies between counting and measure.
The combinatorics was introduced by Ramsey to solve a special case of the decision problem for the first-order predicate calculus.
Additive combinatorics is the special case when only the operations of addition
In contrast with enumerative combinatorics which uses explicit combinatorial formulae and generating functions to describe the results, analytic combinatorics aims at obtaining asymptotic formulae.
It has applications to enumerative combinatorics, fractal analysis,
work on the subject, probabilistic combinatorics was traditionally viewed as a set of tools to study problems in other parts of combinatorics. .
try to get him to go into combinatorics.
Rogers transformations are known in the theory of partitions, combinatorics and hypergeometric series.
after a few years moved on to combinatorics, where he became a leading national and international figure.
in 1978 he taught a course on combinatorics in the Computer Science Department at Stanford.
his results in many of areas of number theory and combinatorics are of the greatest significance.
Tits talks in about the range of Margulis's work in combinatorics, differential geometry,
his work in this area led to the topic of combinatorics as we know it today.
Most of the concepts of finite combinatorics and many of its results carry over(sometimes in more than one way)
a finite field and was producing results which we would now class as combinatorics rather than geometry.
Hall did other work of fundamental importance in the area of combinatorics, in particular on block designs.
It was during her years as an undergraduate in Taiwan that she was first attracted to combinatorics, the area in which she was soon to begin research.
logic, combinatorics, group theory,
His first major work on combinatorics, which was to change the direction of the whole subject,
the theory of partial differential equations, and combinatorics.