multiplicative group वाक्य
उदाहरण वाक्य
मोबाइल
- Is the group, the multiplicative group of the complex numbers.
- One can either focus on the whole multiplicative group or on the subgroup.
- The Galois group is naturally isomorphic to the multiplicative group
- More generally, every finite subgroup of the multiplicative group of any field is cyclic.
- Dowling lattice of the multiplicative group of a finite field " F ".
- The modular function is a continuous group homomorphism into the multiplicative group of positive real numbers.
- In this case, the multiplicative group of integers modulo form a cyclic group of order.
- Let K _ m be its multiplicative group and let K _ a be its additive group.
- In fact, the multiplicative group of the non-residues and 1 form the Klein four-group.
- It follows that the period is at most the order of N in the multiplicative group of units modulo q.
- The corresponding result for the multiplicative group is known as Hilbert's Theorem 90, and was known before 1900.
- If " T " is the multiplicative group, then this gives the restriction of scalars a permutation module structure.
- For example, the Elliptic curve Diffie Hellman protocol is variant that uses elliptic curves instead of the multiplicative group of integers modulo p.
- This follows, in part, since the multiplicative group of complex numbers "'C "' " is connected.
- The Conway polynomial is chosen to be primitive, so that each of its roots generates the multiplicative group of the associated finite field.
- Exponential fields, meanwhile, are fields equipped with an exponential function that provides a homomorphism between the additive and multiplicative groups within the field.
- Given a natural number, the index of the multiplicative group of the-th powers of the non-zero elements of in } } is finite.
- F-torus " is an algebraic group defined over F which is isomorphic over \ overline F to a finite product of copies of the multiplicative group.
- Seven of these groups are sharply transitive; these groups were found by Hans Zassenhaus and are also known as the multiplicative groups of the Zassenhaus near-fields.
- In the article Root of unity Euler's formula is derived by using this argument in the special case of the multiplicative group of the th roots of unity.
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