OBTAINING THE SURFACES OF ODULAR GALILEAN SPACE WITH A SIBSON BY MEANS OF COEFFICIENTS OF THEIR QUADRIC FORM

Dolgarev Ivan Arturovich, Candidate of physico-mathematical sciences, associate professor, sub-department of mathematics and supercomputer modeling, Penza State University , delivar@yandex.ru

517.9 + 514.7

As a result of solution of combined differential equations with partial derivatives we have surface of noncommutative Galilean space in sibson by value coefficients of quadratic forms.

noncommutative Galilean space, surface, coefficients of quadratic forms.