combinatorial , auch: combinatory

It is also a combinatorial game (when played with two players).

But we can tell that it is increasing at a combinatorial rate.

A combinatorial formula for all n was given in 2007.

Yet another is that in combinatorial problems one must sometimes take 0 to be an empty product.

If you have a combinatorial test, it can be easily applied.

The goal of mean field theory is to resolve these combinatorial problems.

He published several additional works on combinatorial design theory in later years.

More recently, this method has also been used in combinatorial chemistry.

In addition he wrote a book on combinatorial analysis (Vienna 1826).

However, if this is not the case we may find a combinatorial explosion of word strings.

Combinatorial problems of other types had been considered since antiquity.

A game must meet several conditions to be a combinatorial game.

The phrase has been used to name a combinatorial optimization problem.

In number theory, zero-sum problems are a certain class of combinatorial questions.

Down, written as , is a position in combinatorial game theory.

The nerve provides a combinatorial way of organizing this data.

It is a central tool in combinatorial and geometric group theory.

Combinatorial analysis and/or computer simulation is necessary to complete the task.

This leads to the formal definition of a combinatorial species.

There are many ways of thinking about the class of all combinatorial species.

Combinatorial group theory studies groups from the perspective of generators and relations.

Early work that popularized the idea of a combinatorial auction.

This effect is also known as the combinatorial explosion.

It is the information they encode in all their combinatorial complexity.

Many combinatorial classes can be built using these elementary constructions.