immersion i : X ↪ Y {\displaystyle i:X\hookrightarrow Y} of schemes is a regular embedding of codimension r if each point x in X has an open affine neighborhood...

R with respect to I. If Y is the product X × X and the embedding i is the diagonal embedding, then the normal bundle to X in Y is the tangent bundle...

embedding, cellular embedding or map is an embedding in which every face is homeomorphic to an open disk. A closed 2-cell embedding is an embedding in...

multiplication being the tensor product. Plücker embedding The Plücker embedding is the closed embedding of the Grassmannian variety into a projective space...

graph theory, a mathematical discipline, a linkless embedding of an undirected graph is an embedding of the graph into three-dimensional Euclidean space...

An embedded submanifold (also called a regular submanifold), is an immersed submanifold for which the inclusion map is a topological embedding. That...

presentation is the open immersion of an open closed subscheme. Segre embedding Regular embedding Mumford, The Red Book of Varieties and Schemes, Section II.5...

polynomial function of algebraic varieties a regular map (graph theory), a symmetric 2-cell embedding of a graph into a closed surface This disambiguation...

<\theta } , say that an elementary embedding j : M → H ( θ ) {\displaystyle j:M\to H(\theta )} a small embedding if M {\displaystyle M} is transitive...

is the pullback along the diagonal embedding δ : X → X × X {\displaystyle \delta :X\to X\times X} . regular embedding Diagonal morphism Hartshorne 1977...

is provided by the graphs with linkless embeddings and knotless embeddings. A linkless embedding is an embedding of the graph with the property that any...

intersection.) A generalization to a situation where the assumption on regular embedding is weakened is due to Kleiman (1981). The following definition is...

mathematical embedding from a space with many dimensions per geographic object to a continuous vector space with a much lower dimension. Such embedding methods...

related concept is that of an embedding. A smooth embedding is an injective immersion f : M → N that is also a topological embedding, so that M is diffeomorphic...

no longer corresponds to integration. Let i: X → Y be a (closed) regular embedding of codimension d, Y' → Y a morphism and i': X' = X ×Y Y' → Y' the...

planar graph. A 1-outerplanar embedding of a graph is the same as an outerplanar embedding. For k > 1 a planar embedding is k-outerplanar if removing the...

completely regular spaces are kinds of topological spaces. These conditions are examples of separation axioms. A Tychonoff space is any completely regular space...

Enterprise. Windows Embedded Server FES products are binary identical to that of regular Windows Server versions but licensed for embedded use, similar to...

including those of Sobolev spaces. These are used to prove the Sobolev embedding theorem, giving inclusions between certain Sobolev spaces, and the Rellich–Kondrachov...

[Bold and Regular] embedded font in Google Docs Droid Sans Tamil [Bold and Regular] available from Google Fonts API Droid Sans Thai [Regular] available...

use the term "embedded analytics" at their press release for Oracle Rapid Planning on 2009 [citation needed]. When evaluating embedding analytics, consideration...

dominant rational map (see morphism of algebraic varieties#Properties.) Regular embedding Constructible set (topology) Universal homeomorphism Vakil 2014, Exercise...

The universal embedding theorem, or Krasner–Kaloujnine universal embedding theorem, is a theorem from the mathematical discipline of group theory first...

William Patrick Kenney (born January 20, 1955) is an American former quarterback who spent nine years in the National Football League (NFL) with the Kansas...

remarkable if for all regular cardinals θ > κ, there exist π, M, λ, σ, N and ρ such that π : M → Hθ is an elementary embedding M is countable and transitive...

This article lists the regular polytopes in Euclidean, spherical and hyperbolic spaces. This table shows a summary of regular polytope counts by rank....

many examples: Embedding a magic number at the very start of files, to signal the format or language of the following data. Embedding a NULL character...

five-dimensional projective space, and is realized by the Veronese embedding, the embedding of the projective plane given by the complete linear system of...

Anthony Schwartz (born September 5, 2000) is an American professional football wide receiver. He played college football at Auburn. A world-class sprinter...

The genus 1 embedding, which is not a regular map, is seen in the diagram above. Genus 2 embedding Genus 3 embedding The automorphism group of the Möbius–Kantor...