हाइपरप्लेन इसके अंग्रेजी अर्थ का उदाहरण

W X ∩ H, H some hyperplane in the ambient projective space), the maps.

Hard Lefschetz axiom: Let W be a hyperplane section and w \gamma_X(W) \in H^2(X) be its image under the cycle class map.

The idea of the reduction is to intersect the solution space of the formula F with k random affine hyperplanes over \text{GF}(2)^n, where k\in\{1,\dots,n\} is chosen uniformly at random.

This defines only a partial function between affine spaces, which is defined only outside the hyperplane where the denominator is zero.

A projective frame or projective basis of a projective space of dimension is an ordered set of points such that no hyperplane contains of them.

The adjunction formula implies that KD (KX + D)|D (−(n+1)H + deg(D)H)|D, where H is the class of a hyperplane.

It contains a prequential evaluation method, the EDDM concept drift methods, a reader of ARFF real datasets, and artificial stream generators as SEA concepts, STAGGER, rotating hyperplane, random tree, and random radius based functions.

The initial applications were to analogues of the Lefschetz hyperplane theorems.

A 4-dimensional pyramid is called a polyhedral pyramid, constructed by a polyhedron in a 3-space hyperplane of 4-space with another point off that hyperplane.

Then every inertial frame of reference has a rapidity and a simultaneous hyperplane.

Mountains of North Slope Borough, Alaska In mathematics, specifically in algebraic geometry and algebraic topology, the Lefschetz hyperplane theorem is a precise statement of certain relations between the shape of an algebraic variety and the shape of its subvarieties.

The Lefschetz hyperplane theorem for complex projective varieties .

Let X be an n-dimensional complex projective algebraic variety in CPN, and let Y be a hyperplane section of X such that U X ∖ Y is smooth.