Примери за използване на To algebra на Английски и техните преводи на Български
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It is related to Algebra.
Karp was a mathematical logician but,as noted in, her work was closely related to algebra.
We will move on to algebra after that.
In present day, he is best known for his contributions to algebra.
Model theory has close ties to algebra and universal algebra. .
Both Emmy Noether and Irving Kaplansky were algebraists, particularly studying ring theory,so it is not surprising that their inspiration led her to algebra.
You on your way to algebra?
By the time they got to algebra, they had so many gaps in their knowledge they couldn't engage with it.
Betti is noted for his contributions to algebra and topology.
Quadratic equations are basic to algebra and are the math behind parabolas, projectiles, satellite dishes and the golden ratio.
He buried his sister, andthen, we went to algebra class together.
He developed one of the first programs to implement the Todd-Coxeter coset enumeration algorithm- a pioneering achievement in the application of computers to algebra.
And differential calculus and its application to algebra, analysis and geometry.
We mentioned some of the prizes he received above, such as the State Prize in 1946, butanother important honour which he received in 1964 was a Lenin Prize for his series of papers on the applications of mathematical logic to algebra.
But kind of the major contributions to Algebra we saw it here in Babylon 2000 years ago.
Rather, it was the systematic application of the same viewpoint which he earlier applied to algebra to the study of analysis.
The depth of Wedderburn's contribution to algebra during these years in Edinburgh was remarkable.
In addition to his important contributions to partial differential equations,he made significant advances to the theory of elasticity and to algebra publishing over 80 reports and giving lectures.
Bendixson also made interesting contributions to algebra when he investigated the classical problem of the algebraic solution of equations.
Have you looked at this thing? It covers everything from analogies andreading comprehension to algebra, geometry, statistics and probability.
Homotopy theory reduces topological questions to algebra by associating with topological spaces various groups which are algebraic invariants.
Ore's research was supervised by Thoralf Skolem at Kristiania buthe spent time at Göttingen University where he was influenced by Emmy Noether finding her new approach to algebra particularly exciting.
The paper shows a remarkably modern approach to algebra, very surprising for someone who had learnt most of his mathematics from textbooks.
And so, if you think of a traditional progression in mathematics--(Although we think that this applies beyond just mathematics.)[in a] traditional progression in mathematics, you start off with arithmetic,and then you go to algebra, and then you go through trigonometry and geometry, and all the rest. But you eventually end up in calculus.
In addition to Cardano's major contributions to algebra he also made important contributions to probability, hydrodynamics, mechanics and geology.
Peacock was then asked andhe accepted although he restricted his report to Algebra, Trigonometry and the Arithmetic of Sines.
It deals with arithmetic, starting with the use of fractions, and works through series of standard problems,then it turns to algebra, and works through similarly standard problems, then it turns to geometry and works through rather more problems than is standard before(without warning) coming up with some entirely original three-dimensional problems involving two of the'Archimedean polyhedra'(those now known as the truncated tetrahedron and the cuboctahedron).
He made important contributions to partial differential equations,elasticity and to algebra publishing over 80 reports and giving lectures.
I think therefore I am" but i also wanted to throw in, andthis isn't that related to algebra, but i just thought it was a really neat quote.
So we're doing the same principle that we saw when we first started looking to algebra, that you can maintain your equality as long as you add the same thing.