Examples of using Lemma in English and their translations into Russian
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So the Lemma is proven.
It's still on a course to Lemma II.
The lemma can be proven by induction on j.
This is called Euclid's lemma.
The lemma may also be understood from the following perspective.
This result is known as Schur's lemma.
Lemma Soft Creator's corner- useful resources in RenPy forum.
This result is sometimes called Berge's lemma.
To prove Berge's lemma, we first need another lemma.
Their convergence is a consequence of Strang's lemma.
Papakyriakopoulos proved Dehn's lemma using a tower of covering spaces.
In 1974 the Commander was Major-General Tafessa Lemma.
See, e.g., the proof of Lemma 4 in Àlvarez, Blesa& Serna 2002.
These characteristics are called the lemma of a word.
Zolotarev's lemma can be deduced easily from Gauss's lemma and vice versa.
The wave is continuing on a course to the Lemma II colony.
Using this lemma we can now show that the height of the tree is logarithmic.
Many of these simple proofs use Gauss's lemma on primitive polynomials as a main step.
Every algebraic variety is birational to a projective variety Chow's lemma.
The wave will be directed toward Lemma II about three light-years' distance.
The following is a well-known result characterizing the minimal separators: Lemma.
Key words: Heine-Borel lemma, multiplicative cut, hyper-real structure.
However, every function fn has integral -1,hence the inequality in Fatou's lemma fails.
This lemma was introduced by Yegor Ivanovich Zolotarev in an 1872 proof of quadratic reciprocity.
Complex analysis: complex derivative, holomorphic functions, Cauchy integral, residue theorem,Schwarz lemma.
Burnside's lemma, a counting technique in Group Theory was discovered by Augustin Louis Cauchy, or possibly others.
In all of the above statements of Fatou's Lemma, the integration was carried out with respect to a single fixed measure μ.
Lemma one- Customers will never purchase programs which appear to be riddled with bugs as verified by demonstration.
The important statement of the lemma is that a connecting homomorphism d exists which completes the exact sequence.
The lemma can be proven by observing that each vertex in G′ can be incident to at most 2 edges: one from M and one from M′.