left ideal मीनिंग इन हिंदी

उदाहरण वाक्य

1. Suppose that " I " is a non-zero left ideal contained in.
2. Replacing " right ideal " with " left ideal " yields an equivalent definition.
3. It contains the peak algebra as a left ideal.
4. Right ideals, left ideals, and two-sided ideals other than these are called " nontrivial ".
5. The left ideal has non-zero intersection with any non-zero left ideal of " R ".
6. It is not hard to show that every left ideal in takes the following form:
7. The left ideal has non-zero intersection with any non-zero left ideal of " R ".
8. This condition ensures that the algebra has a minimal nonzero left ideal, which simplifies certain arguments.
9. In 1947 Marcel Riesz constructed spinor spaces as elements of a minimal left ideal of Clifford algebras.
10. If " R " is a principal left ideal domain, then divisible modules coincide with injective modules.