semifield

As nouns the difference between terms and semifield

is that terms is while semifield is (mathematics) an algebraic structure with two binary operations, addition and multiplication, similar to the field but with some axioms relaxed.

As nouns the difference between semifield and hemifield

is that semifield is (mathematics) an algebraic structure with two binary operations, addition and multiplication, similar to the field but with some axioms relaxed while hemifield is half of the field of vision.

As a verb relax

is to calm down.

As a noun semifield is

(mathematics) an algebraic structure with two binary operations, addition and multiplication, similar to the field but with some axioms relaxed.

As nouns the difference between axiom and semifield

is that axiom is axiom while semifield is (mathematics) an algebraic structure with two binary operations, addition and multiplication, similar to the field but with some axioms relaxed.

As a proper noun field

is .

As a noun semifield is

(mathematics) an algebraic structure with two binary operations, addition and multiplication, similar to the field but with some axioms relaxed.

As nouns the difference between multiplication and semifield

is that multiplication is (uncountable|mathematics) the process of computing the sum of a number with itself a specified number of times, or any other analogous binary operation that combines other mathematical objects