Examples of using Lemma in English and their translations into German
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This is a lemma of modern science.
Tagger- make composite tags from lemma, wform.
Taking into account Lemma 2 and the first equation of(38), we obtain.
Napoli, s. IV, v.4(1934) the theorem on harmonicity of orthogonal functions to any Laplacian,best known as" Weyl 's lemma.
The most important among them are Zorn's lemma and the well-ordering theorem.
König's lemma or König's infinity lemma is a theorem in graph theory due to.
These are arranged alphabetically according to their lemmata and, under each lemma, in chronological sequence.
This allows for the listing of all the respective references from the whole of Renaissance literature under one particular lemma.
For example the entry/ lemma andare('to go') includes other forms of the same verb, e. g.
Relationship to constructive mathematics and compactness==The fan theorem of is, from a classical point of view,the contrapositive of a form of König's lemma.
Winners of the 2015 event include Sisay Lemma of Ethiopia in the men's race and Gulume Tollesa, also of Ethiopia, in the women's race.
We have also made the text available to the free online encyclopedia Wikipedia In the German language edition of Wikipedia,it can be found and freely edited under the lemma“Rieke(Giraffe)”.
The hypotheses of this multivariable Hensel's lemma reduce to the ones which were stated in the one-variable Hensel's lemma.
Lemma 6:(Speleokinetic Uncertainty Relation) if there are more than one speleokinetic lemmas explaining a certain fact, the effort to determine the responsible one will change the result.
Ethiopian diaspora blogger and activist Solome Lemma also questions what she sees as the film's"lack of context and nuance.
Markos Lemma is a techie, activist, and co-founder of iceaddis- a community oriented innovation hub in Ethiopia and co-founder of Glihub- a startup company working on primary education and literacy.
A stochastic sound experimentcreated by Katrina Burch aka Yoneda Lemma will foreground a conversation between herself, Giuseppe Longo and Inigo Wilkins.
In general, Schur's lemma cannot be reversed: there exist modules that are not simple, yet their endomorphism algebra is a division ring.
Not every infinite subtree of formula_1 has an infinite path,but König's lemma shows that any finitely branching subtree must have such a path.
We first show now as before with Lemma 6.10 on the local structure of the bimodules from B, that this embedding even lands in the subspace HomΓ≥y B, R y p y.
In mathematics, especially homological algebra and other applications of abelian category theory, the five lemma is an important and widely used lemma about commutative diagrams.
It was later noticed that this lemma provides a direct proof of the Brouwer fixed-point theorem without explicit use of homology.
Based on this annotation, various research and analytical tools will be developed and integrated into the VedaWebplatform such as: a combined search function according to linguistic parameters(lemma, word forms, morphological and metrical information), the connecting of the Rigveda to the standard dictionary of Hermann Grassmann(1873), access to various translations(Grassmann, Geldner and Griffith) and commentaries(Oldenberg) as well as the possibility to export retrieved texts in TEI format according to user defined criteria.
In mathematics, the Riemann-Lebesgue lemma, named after Bernhard Riemann and Henri Lebesgue, is of importance in harmonic analysis and asymptotic analysis.
In mathematics, the Calderón-Zygmund lemma is a fundamental result in Fourier analysis, harmonic analysis, and singular integrals.
He is also known for Berge's lemma, which states that a matching"M" in a graph"G" is maximum if and only if there is in"G" no augmenting path with respect to"M.
He also proved the Riemann-Lebesgue lemma: if a function is representable by a fourier series, then the Fourier coefficients go to zero for large"n.
In axiomatic set theory, the Rasiowa-Sikorski lemma(named after Helena Rasiowa and Roman Sikorski) is one of the most fundamental facts used in the technique of forcing.
Euripidis and Stesichorus insist on Palamidis, while Suidas Lemma-Samion municipality- He considers that the letters epinoithisan Samos the Athenians transferred them to the east.
Relationship with the axiom of choice==König's lemma may be considered to be a choice principle; the first proof above illustrates the relationship between the lemma and the Axiom of dependent choice.