Examples of using Mathematical theorem in English and their translations into Vietnamese
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The easiest way to explain it is to examine the mathematical theorem Gambler's Ruin.
The mathematical theorem was proposed by Pierre de Fermat in 1637, which states“an+ bn= cn.
(Applause) And you can stitch all sorts of mathematical theorems onto these surfaces.
Paul Erdős envisioned that“God”holds a book with the most elegant proof for every mathematical theorem.
For years, he would been working on a mathematical theorem using human genomes and DNA migration patterns.
Paul Erdos talked about the"Book" whereGod keeps the most elegant proof of each mathematical theorem.
A significant mathematical idea, a serious mathematical theorem, should be‘general' in some such sense as this.
Paul Erdos,often mention"The Book" in which God keeps the most elegant proof of every mathematical theorem.
This is largely due to the Pythagorean Theorem, a mathematical theorem that is still widely used today.
SPIEGEL ONLINE: In your book,you argue that the theory of evolution is on the same level as a mathematical theorem.
The two earliest mathematical theorems, Thales' theorem and Intercept theorem are attributed to Thales.
The mathematician Paul Erds often referred to"The Book" in whichGod keeps the most beautiful proofs of each mathematical theorem.
What does it mean to prove a mathematical theorem and how does one know whether a mathematical proof is correct?
The book's title is a reference to“The Book” which Paul Erdos saidcontained only the most elegant proof of each mathematical theorem.
But explanations, like how we explain a mathematical theorem or an historical question, I cannot give you, nor can anyone else.
He dreams to become a Math teacher so that he can share his knowledge and experience of studying it with everyone andfurther he could invent a new Mathematical theorem.
Their proof that four colors were sufficient, announced in 1976,was the first major mathematical theorem to be proved with the aid of a computer.
There is a mathematical theorem that says that any theory that obeys quantum mechanics and relativity must always obey the combined symmetry CPT.
We are looking for differences of generality between one mathematical theorem and another, and in Whitehead's sense all are equally general.
The beauty of a mathematical theorem depends a great deal on its seriousness, as even in poetry the beauty of a line may depend to some extent on the significance of the ideas which it contains.
The Kepler conjecture, named after the 17th-century mathematician and astronomer Johannes Kepler,is a mathematical theorem about sphere packing in three-dimensional Euclidean space.
Godel wanted to prove a mathematical theorem that would have all the precision of mathematicsÂthe only language with any claims to precisionÂbut with the sweep of philosophy.
The mathematical genius made substantial contributions to analytical theory of numbers, elliptical functions, continued fractions, and infinite series,and proved more than 3,000 mathematical theorems in his lifetime.
Gödel wanted to prove a mathematical theorem that would have all the precision of mathematics- the only language with any claims to precision- but with the sweep of philosophy.
I might add that there is nothing in the world which pleases even famous men(and men who have used quite disparaging words about mathematics) quite so much as to discover, or rediscover,a genuine mathematical theorem.
The"seriousness" of a mathematical theorem lies, not in its practical consequences, which are usually negligible, but in the significance of the mathematical ideas which it connects.
Her work on differential invariants in the calculus of variations, Noether's theorem, has been called"one of the most important mathematical theorems ever proved in guiding the development of modern physics".
And since mathematical theorems tell us that a single learning machine cannot learn all possible tasks efficiently, we also get a sense of what cannot possibly be learned regardless of how much resources you throw at it.
He has ensured that his own self-disclosure should be abundantly clear to those who by grace have eyes to see and ears to hear,but can never be as rigorously self-evident as a mathematical theorem where human beings control all the definitions and the rules of the relationships.
Computer Science research can include such diverse activities as designing and building new computer systems,proving mathematical theorems, writing computer software, measuring the performance of a computer system, using analytical tools to assess a design, or studying the errors programmers make as they build a large software system.