terms |
gyroautomorphism |
As nouns the difference between terms and gyroautomorphism
is that
terms is while
gyroautomorphism is (mathematics) an automorphism in gyrovector space.
gyrovector |
gyroautomorphism |
In mathematics|lang=en terms the difference between gyrovector and gyroautomorphism
is that
gyrovector is (mathematics) a type of vector for which addition is defined by a formula that satisfies the axioms for a gyrogroup while
gyroautomorphism is (mathematics) an automorphism in gyrovector space.
As nouns the difference between gyrovector and gyroautomorphism
is that
gyrovector is (mathematics) a type of vector for which addition is defined by a formula that satisfies the axioms for a gyrogroup while
gyroautomorphism is (mathematics) an automorphism in gyrovector space.
automorphism |
gyroautomorphism |
In mathematics|lang=en terms the difference between automorphism and gyroautomorphism
is that
automorphism is (mathematics) an isomorphism of a mathematical object or system of objects onto itself while
gyroautomorphism is (mathematics) an automorphism in gyrovector space.
As nouns the difference between automorphism and gyroautomorphism
is that
automorphism is (mathematics) an isomorphism of a mathematical object or system of objects onto itself while
gyroautomorphism is (mathematics) an automorphism in gyrovector space.