Definition & Betydelse | Engelska ordet EMBEDDING

Definition av EMBEDDING

1. presensparticip av embed

Exempel på hur man kan använda EMBEDDING i en mening

• Critical point (set theory), an elementary embedding of a transitive class into another transitive class which is the smallest ordinal which is not mapped to itself.
• It defines markup for timing, layout, animations, visual transitions, and media embedding, among other things.
• It allows the embedding of any locally small category into a category of functors (contravariant set-valued functors) defined on that category.
• For instance, bending but neither stretching nor tearing a page of paper gives an isometric embedding of the page into Euclidean space because curves drawn on the page retain the same arclength however the page is bent.
• In mathematics, an embedding (or imbedding) is one instance of some mathematical structure contained within another instance, such as a group that is a subgroup.
• The advantages of the Alexandroff compactification lie in its simple, often geometrically meaningful structure and the fact that it is in a precise sense minimal among all compactifications; the disadvantage lies in the fact that it only gives a Hausdorff compactification on the class of locally compact, noncompact Hausdorff spaces, unlike the Stone–Čech compactification which exists for any topological space (but provides an embedding exactly for Tychonoff spaces).
• Knuth as the first implementation of what he called "literate programming": the idea that one could create software as works of literature, by embedding source code inside descriptive text, rather than the reverse (as is common practice in most programming languages), in an order that is convenient for exposition to human readers, rather than in the order demanded by the compiler.
• While DDE was limited to transferring limited amounts of data between two running applications, OLE was capable of maintaining active links between two documents or even embedding one type of document within another.
• In the 1950s, Nash discovered and proved the Nash embedding theorems by solving a system of nonlinear partial differential equations arising in Riemannian geometry.
• showed that the correspondence in the theorem is one-to-one, but he failed to explicitly show it was a homomorphism (and thus an embedding).
• In the decomposition of a finite group into a direct sum of indecomposable subgroups the embedding of the subgroups is not unique.
• It is one of the few known meteorites to strike a man-made object, punching a hole in the roof of Edward McCain's garage and embedding itself in the seat of his 1928 Pontiac coupe.
• Universal embedding theorem: If G is an extension of A by H, then there exists a subgroup of the unrestricted wreath product A≀H which is isomorphic to G.
• He received his Master's degree from the University of Zagreb for his work Numerična realizacija Ritzovega procesa (Numerical realization of the Ritz process) and his doctorate in 1978 in Ljubljana with his dissertation O invariantni vložitvi pri reševanju diferencialnih enačb (About the invariable embedding in solving of differential equations).
• Materials found in dumps, used car lots and scrap yards formed the raw materials for his early works; by partly embedding them in plaster, he made them seem as if they had been excavated.
• The symbol '/' (technically, named "virgule") is often pronounced 'slash', and now often used as a kind of conjunction or conjunctive adverb: "emergence of a new conjunction/conjunctive adverb (let alone one stemming from a punctuation mark) is like a rare-bird sighting in the world of linguistics: an innovation in the slang of young people embedding itself as a function word in the language".
• Equivalently, κ is measurable means that it is the critical point of a non-trivial elementary embedding of the universe V into a transitive class M.
• If λ is any ordinal, κ is λ-strong means that κ is a cardinal number and there exists an elementary embedding j from the universe V into a transitive inner model M with critical point κ and.
• Some are intrinsic, as independent of any embedding of the variety into an affine or projective space, while other are related to such an embedding.
• The theorem is "remarkable" because the definition of Gaussian curvature makes ample reference to the specific way the surface is embedded in 3-dimensional space, and it is quite surprising that the result does not depend on its embedding.

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