Примери коришћења Mathematical proof на Енглеском и њихови преводи на Српски
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There is mathematical proof of this theorem.
It is as though he treats every context as if it were one of mathematical proof.
In 1970, Hawking developed mathematical proof for black holes.
As this is not a mathematical statement,it cannot be proven by a mathematical proof.
When he saw a beautiful mathematical proof, he would exclaim“This one's from The Book.”.
Satoshi Nakamoto proposed bitcoin as an electronic payment system based on mathematical proof.
This gnomonic technique also provides a mathematical proof that the sum of the first n odd numbers is n2;
Plausibility arguments using heuristic devices such as pictures andanalogies preceded strict mathematical proof.
A formal proof is a complete rendition of a mathematical proof within a formal system.
A software developer called Satoshi Nakamoto proposed Bitcoin,which was an electronic payment system based on mathematical proof.
The tomb of Archimedes carried a sculpture illustrating his favorite mathematical proof, consisting of a sphere and a cylinder of the same height and diameter.
Hungarian mathematician Paul Erdős[14] spoke of an imaginary book,in which God has written down all the most beautiful mathematical proofs.
He had his own idiosyncratic vocabulary: When he saw a particularly beautiful mathematical proof he would exclaim,"This one's from The Book!
It is so huge it was listed in the Guinness book of records in the 1980's as the most massive finite number ever used in a serious mathematical proof.
Even when given explanations, simulations, and formal mathematical proofs, many people still did not accept that switching is the best strategy.
We concede, however,that verifying a computer program is much more difficult than checking a mathematical proof of the same length.
Even when given explanations, simulations,and formal mathematical proofs, many people still do not accept that switching is the best strategy(vos Savant 1991a).
This number is massive- in the 1980s it was listed in the Guinness book of world records as the most massive finite number ever used in a serious mathematical proof.
To complete that particular puzzle,you had to solve a millennia-old mathematical proof, written in another language. For that, you've won something of a prize.
The second is a mathematical proof by contradiction, arguing that the denial of the premise would result in a logical contradiction(there is a"smallest" number and yet there is a number smaller than it).
The tomb of Archimedes carried a sculpture illustrating his favorite mathematical proof, consisting of a sphere and a cylinder of the same height and diameter.
Although science does not offer mathematical proof of the immortality of the soul it gives us plenty of food for thought, plenty of ground for intelligent hope and it adds to our conviction that our physical life is only a stage in the existence of the soul.
(Tierney 1991) Even when given explanations, simulations,and formal mathematical proofs, many people still do not accept that switching is the best strategy.
He was able to provide a mathematical proof of that fact, and he then showed that the same behavior, with the same mathematical constant, would occur within a wide class of mathematical functions, prior to the onset of chaos.
Students must write lab reports in science, short narratives in English,research reports in history and basic mathematical proofs in maths- all in one day!
Understanding why a particular disease spreads,or how a mathematical proof works, or why your friend is depressed, involves more than just downloading.
Mathematical proofs were revolutionized by Euclid(300 BCE), who introduced the axiomatic method still in use today, starting with undefined terms and axioms(propositions regarding the undefined terms assumed to be self-evidently true from the Greek"axios" meaning"something worthy"), and used these to prove theorems using deductive logic.
The training required to use such systems is also less than that required to produce good mathematical proofs by hand, making the techniques accessible to a wider variety of practitioners.
Petri nets utilize the properties of bipartite directed graphs andother properties to allow mathematical proofs of the behavior of systems while also allowing easy implementation of simulations of the system.[39].
At the end of their program of study we expect students to be able to read and understand mathematical proofs, learn and apply new mathematical concepts, and construct and communicate a correct and rigorous argument of their own.