समाकृतिकता इसके अंग्रेजी अर्थ का उदाहरण

The Gysin map for the projection is the Bott-periodicity isomorphism, which commutes with the Chern character,.

then the Gysin maps are just the Thom isomorphism.

Cheering In algebraic geometry, a moduli space of (algebraic) curves is a geometric space (typically a scheme or an algebraic stack) whose points represent isomorphism classes of algebraic curves.

The existence of efficient quantum algorithms for HSPs for certain non-Abelian groups would imply efficient quantum algorithms for two major problems: the graph isomorphism problem and certain shortest vector problems (SVPs) in lattices.

His notable accomplishments include the introduction of interactive proof systems, the introduction of the term Las Vegas algorithm, and the introduction of group theoretic methods in graph isomorphism testing.

From this isomorphism, it is possible to show (abbreviating \mathbb{CFM}_\mathbb{N}(R)S) that for any positive integer n, and hence for any two positive integers m and n.

A marked K3 surface is a K3 surface together with an isomorphism from II3,19 to H2(X, Z).

Such an isomorphism induces a bijection from P(V) to P(W), because of the linearity of f.

Then the restriction map Hp,q(X) → Hp,q(Y) is an isomorphism if and is injective if p + q n "minus; 1.

|+ Number of isotopy classes of Latin squares and Quasigroups (isomorphism classes).

! ||alignright| main classes||alignright| isotopy classes ||alignright| isomorphism classes.

The natural map Hk(Y, Z) → Hk(X, Z) in singular homology is an isomorphism for k "lt; n "minus; 1 and is surjective for k n "minus; 1.

More precisely, if we let X denote a smooth manifold and we let Y \subset X be a closed subspace (such as a subspace representing a cycle, or a submanifold) represented by the inclusion i\colon Y \hookrightarrow X, and if k is a field, then if \mathcal{F} \in \text{Sh}_k(Y) is a sheaf of k-vector spaces we have the following isomorphism.

(isomorphism of rings) for some positive integer n and full idempotent e in the matrix ring Mn(R).

समाकृतिकता इसके अंग्रेजी अर्थ का उदाहरण

Genetic homogeneity can be attributed to one of two explanations, both of which indicate that natal philopatry is not absolute within a species.

Depending on its application, homogeneity up to an arbitrarily fine level of detail in a transverse direction may be considered equivalent to full homogeneity in that direction, in which case these symmetry groups can be ignored.

Also, depending on application, homogeneity up to arbitrarily fine detail in transverse direction may be considered equivalent to full homogeneity in that direction.

For the stability of democratic regimes, there must be social homogeneity and political consensus among the deep social divisions, and there must be termination of political differences.

He argues that due to political development, western countries have created homogeneity among their plural societies, as idealized British society.

But Gabriel Almond says that, in the Continental European political system, there is no secularism and political homogeneity, but there is cultural homogeneity.

Uniformity / homogeneity.

The Gallaecian hillforts and oppidas maintained a great homogeneity and presented clear commonalities.

The term does not imply homogeneity; the evidence, scanty and fragmentary as it is, is in favour of considerable diversity.

Interpolation selects the direction of interpolation so as to maximize a homogeneity metric, thus typically minimizing color artifacts.

After reaching homogeneity, the mixture is placed on iron skewers that are 0.

These works, linked not only by the kinship of the subjects, but also by their evident stylistic homogeneity, mark the beginning of Raphael's artistic maturity.

\upsilon degree of homogeneity of the production function.