algebraic

A, x and b are all part of the same algebraic field.

We would have run into problems using regular algebraic data types.

In some sense, most algebraic varieties are of general type.

At the third step, two algebraic conditions have to be checked.

In mathematics, a group is a kind of algebraic structure.

Group theory - studies the algebraic structures known as groups.

This ratio is a certain algebraic number of degree 4.

This is a large field, and now basic in the theories of algebraic groups.

Its order and algebraic structure make it into an ordered field.

The other way to represent the solutions is said to be algebraic.

This is also possible if the lenses have the same algebraic sign.

The presentation of a profit model in an algebraic form is not new.

If is an algebraic extension, then the following are equivalent.

However they are not algebraic surfaces (except in special cases).

The decomposition is important in the study of algebraic groups.

These were the first algebraic groups to be extensively studied.

A similar definition can be made for certain other algebraic structures.

This is an algebraic truth, not a particular Israeli condition.

He is very active in algebraic geometry and number theory.

In the following discussion, a simplified algebraic model is used.

This result was his first major achievement in algebraic geometry.

An example of a full game in algebraic notation follows.

Problems 62- 68 are general problems of an algebraic nature.

He was best known for his research in basic algebraic structures called rings.

The circle group is more than just an abstract algebraic object.