CHEBYSHEV Meaning in English - translations and usage examples

• chebyshev

Examples of using Chebyshev in Tagalog and their translations into English

Chebyshev ay isang kahanga-hanga lektor.
Chebyshev was a wonderful lecturer.

Iba pang mga kontribusyon na ginawa ng Laguerre at Chebyshev.
Other contributions were made by Laguerre and Chebyshev.

Ang biyahe Chebyshev undertook sa 1852 ay isa sa maraming mga.
The trip Chebyshev undertook in 1852 was one of many.

Sa amin banggitin ang ilang mga karagdagang aspeto ng Chebyshev ng trabaho.
Let us mention a few further aspects of Chebyshev's work.

Ito ay Chebyshev na nakita ang posibilidad ng isang pangkalahatang teorya at mga aplikasyon.
It was Chebyshev who saw the possibility of a general theory and its applications.

Doon siya ay tinuturuan sa pamamagitan ng matematika ISANG Korkin, isang mag-aaral ng Chebyshev.
There he was taught mathematics by A N Korkin, a student of Chebyshev.

Kami ay binanggit ng ilang mga kontribusyon na ginawa sa Chebyshev ang teorya ng mga bagay na maaaring mangyari.
We have mentioned some contributions that Chebyshev made to the theory of probability.

Chebyshev madalas na matugunan ang kanyang at ang kanyang asawa sa Rudakovo sa bahay ng kanyang mga kapatid na Nadiejda.
Chebyshev often met her and her husband in Rudakovo at the home of his sister Nadiejda.

Ang unang quote na binibigay namin ay sa pamamagitan ng Lyapunov na pumasok sa lektura sa pamamagitan ng Chebyshev sa 1870s.
The first quote we give is by Lyapunov who attended lectures by Chebyshev in the 1870s.

Sa 1968 siya nai-publish Chebyshev polynomials sa de-numerong analysis sa pakikipagtulungan sa IB Parker.
In 1968 he published Chebyshev polynomials in numerical analysis in collaboration with I B Parker.

Kasama ng mga AA Markov, Sonin handa ng dalawang dami ng edition ng Chebyshev 's gumagana sa French at Ruso.
Together with A A Markov, Sonin prepared a two volume edition of Chebyshev 's works in French and Russian.

Chebyshev ay marahil ang unang sa dalub-agbilang Kilalanin ang pangkalahatang konsepto ng orthogonal polynomials.
Chebyshev was probably the first mathematician to recognise the general concept of orthogonal polynomials.

Doon siya pumasok sa lektura sa pamamagitan ng Chebyshev at ISANG Korkin, graduating sa kanyang unang degree sa 1867.
There he attended lectures by Chebyshev and A N Korkin, graduating with his first degree in 1867.

Ang mga trabaho, sa pantay na lugar eroplano projections ng mga sakop, na binuo sa ideya ng Euler, Lagrange at Chebyshev.
The work, on equal area plane projections of the sphere, built on ideas of Euler, Lagrange and Chebyshev.

Bilang sa Chebyshev ng personal na buhay, siya ay hindi kasal at nanirahan nag-iisa sa isang malaking bahay na may sampung silid.
As to Chebyshev's personal life, he never married and lived alone in a large house with ten rooms.

Ang bilang ng mga bantog na mathematicians ay tinuturuan sa pamamagitan ng Chebyshev at ibinigay ng isang paglalarawan ng kanya bilang isang lektor.
A number of famous mathematicians were taught by Chebyshev and gave a descriptions of him as a lecturer.

Sa katunayan Chebyshev ng interes kapwa sa teorya ng mekanismo at sa teorya ng approximation tangkay mula sa kanyang 1852 biyahe.
In fact Chebyshev's interest both in the theory of mechanisms and in the theory of approximation stem from his 1852 trip.

Kanyang pangunahing trabaho ay sa function teorya at theory approximation, gusali sa mga resulta ng Chebyshev, Zolotarev at Markov.
His main work was on function theory and approximation theory, building on the results of Chebyshev, Zolotarev and Markov.

Sa katunayan Bienaymé ay isang kaibigan ng Chebyshev, at din ng iba pang mga mahalagang mathematicians tulad ng Quetelet, Cournot at mapilayan.
In fact Bienaymé was a friend of Chebyshev, and also of other important mathematicians such as Quetelet, Cournot and Lamé.

Chebyshev ay, samakatuwid, maayos na inihanda para sa kanyang pag-aaral ng matematika siyensiya kapag siya ipinasok Moscow University in 1837.
Chebyshev was, therefore, well prepared for his study of the mathematical sciences when he entered Moscow University in 1837.

Geronimus ay nakatutok na sa kanyang unang papel sa orthogonal polynomials, Chebyshev na nagkaroon ng Christoffel- Darboux formula.
Geronimus has pointed out that in his first paper on orthogonal polynomials, Chebyshev already had the Christoffel- Darboux formula.

At saka, Chebyshev ay ang unang sa estimate ng malinaw at gumamit ng ganoong notions bilang" random dami" at ang" asa( ibig sabihin) halaga".
Further, Chebyshev was the first to estimate clearly and make use of such notions as"random quantity" and its"expectation(mean) value".

Sa St Petersburg University siya ay tinuturuan sa pamamagitan ng Chebyshev na, habang kami ay makikita sa ibaba, nagkaroon ng isang malakas na impluwensiya sa kanya.
At St Petersburg University he was taught by Chebyshev who, as we shall see below, had a strong influence on him.

Matapos 1900 Markov inilalapat ang paraan ng patuloy na fractions, pioneered sa pamamagitan ng kanyang mga guro Pafnuty Chebyshev, sa mga bagay na maaaring mangyari theory.
After 1900 Markov applied the method of continued fractions, pioneered by his teacher Pafnuty Chebyshev, to probability theory.

Ito ay isang kagiliw-giliw na quote, para sa marami ng Chebyshev ng trabaho sa matematika ay tapos na ang mga sumusunod na mga prinsipyo( tingnan ang halimbawa o).
It is an interesting quote, for much of Chebyshev's work in mathematics was done following these principles(see for example or).

Kahit Chebyshev ng tesis ay hindi nai-publish na hanggang pagkatapos ng kanyang kamatayan, siya nai-publish ng isang papel na naglalaman ng ilang mga resulta nito sa 1853.
Although Chebyshev's thesis was not published until after his death, he published a paper containing some of its results in 1853.

Ang katibayan ng mga result na ito ay natapos na lamang ng dalawang taon matapos Chebyshev ng kamatayan sa pamamagitan ng Hadamard at( malaya) de la Vallee Poussin.
The proof of this result was only completed two years after Chebyshev's death by Hadamard and(independently) de la Vallée Poussin.

Sa tag-init ng 1846 Chebyshev ay napagmasdan sa kanyang Master's tesis at sa parehong taon-publish ng isang papel na base sa tisis, muli sa Crelle 's journal.
In the summer of 1846 Chebyshev was examined on his Master's thesis and in the same year published a paper based on that thesis, again in Crelle 's journal.

Sa Moscow University ang mga tao na sa impluwensiya Chebyshev karamihan ay Nikolai Dmetrievich Brashman na nai-apply na propesor ng matematika at ang unibersidad mula noong 1834.
At Moscow University the person who was to influence Chebyshev most was Nikolai Dmetrievich Brashman who had been professor of applied mathematics at the university since 1834.

Chebyshev ng trabaho sa kalakasan numero kasama ang pagpapasiya ng ang bilang ng mga primes hindi lumalampas ng isang ibinigay na numero, inilathala sa 1848, at isang patunay ng Bertrand 's haka-haka.
Chebyshev's work on prime numbers included the determination of the number of primes not exceeding a given number, published in 1848, and a proof of Bertrand 's conjecture.