ELLIPTIC FUNCTIONS Meaning in Tagalog - translations and usage examples

[i'liptik 'fʌŋkʃnz]
[i'liptik 'fʌŋkʃnz]
tambilugin function
elliptic functions

Examples of using Elliptic functions in English and their translations into Tagalog

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Greenhill's work was mainly on elliptic functions.
Greenhill ng trabaho ay higit sa lahat sa tambilugin function.
He also studied elliptic functions and integral equations.
Siya rin ang aral ng tambilugin function at integral equation.
His habilitation thesis was on modular elliptic functions.
Kanyang habilitation sanaysay ay sa modular tambilugin function.
The chief problem in using elliptic functions has always been the lack of suitable numerical tables.
Ang mga punong problema sa paggamit ng tambilugin function ay palaging ang kawalan ng angkop na numero tables.
Calculus of variations or applications of elliptic functions.
Calculus ng mga pagkakaiba-iba o mga aplikasyon ng tambilugin function.
Puiseux also worked on elliptic functions and studied computational methods which were used to reduce astronomical data.
Puiseux din nagtrabaho sa tambilugin function at computational-aral ng mga pamamaraan na ginamit upang mabawasan ang astronomya data.
In Berlin, Abel borrowed some money andcontinued working on elliptic functions.
Sa Berlin, Abel hiram ng pera atpatuloy na nagtatrabaho sa tambilugin function.
Zolotarev emphasised the relationship between elliptic functions and functions of a complex variable.
Zolotarev emphasised ang relasyon sa pagitan ng tambilugin function at pag-andar ng isang komplikadong variable.
In it Vályi followed his old master Weierstrass and included the theory of elliptic functions.
Sa Vályi sinundan ito ng kanyang old master Weierstrass at kasama ang mga teorya ng tambilugin function.
Mittag-Leffler attended Hermite 's lectures on elliptic functions but found them hard going.
Mittag-Leffler dinaluhan Hermite 's lektura sa tambilugin function ngunit natagpuan ang mga ito hard-alis.
Hermite made important contributions to number theory and algebra,orthogonal polynomials, and elliptic functions.
Hermite ginawa mahalagang kontribusyon sa numero ng teorya at algebra,orthogonal polynomials, at tambilugin function.
Further applications of these methods to the arithmetic properties of elliptic functions, transcendence measures and algebraic independence are also given.
Karagdagang mga aplikasyon ng mga pamamaraan upang ang arithmetic pag-aari ng tambilugin function, transendensiya hakbang at algebraic pagsasarili din sa mga binigay.
He also published papers on the theory of functions,concentrating on elliptic functions.
Siya rin ang nai-publish sa mga papeles ng teorya ng pag-andar,concentrating sa tambilugin function.
This was on the strength of some excellent mathematical papers on the calculation of elliptic functions, the first of which was The geometry of the elliptic equation which he published in 1858.
Ito ay sa lakas ng ilang mahusay na matematiko mga papeles sa pagkalkula ng mga tambilugin function, ang unang na kung saan ay Ang geometry ng tambilugin equation na kung saan siya nai-publish sa 1858.
In Zurich he attended his first course on advanced mathematics,a course by Hurwitz on elliptic functions.
Sa Zurich, nag-aral siya ng kanyang unang mga advanced na kurso sa matematika,ng isang kurso sa pamamagitan ng Hurwitz sa tambilugin function.
His nine books cover a wide range of mathematical topics such as elliptic functions, tessellations(Noneuclidean tessellations and their groups(1974)), combinatorial group theory(a major work Combinatorial group theory(1966) written jointly with A Karrass and D Solitar) and mathematical physics.
Kanyang siyam na mga libro na takip ng isang malawak na hanay ng mga matematiko mga paksa tulad ng tambilugin function, tessellations( Noneuclidean tessellations at sa kanilang mga grupo( 1974)), kombinatoryal grupo ng teorya( isang malaking trabaho kombinatoryal grupo ng teorya( 1966) nakasulat na sama-sama sa isang Karrass atD Solitar) at matematiko physics.
There he attended lectures by Dehn on topology,Hellinger on elliptic functions, Siegel on calculus and Szász.
Doon siya pumasok sa lektura sa pamamagitan ng Dehn sa topology,Hellinger sa tambilugin function, Siegel sa calculus at Szász.
Abel quickly showed that Jacobi 's results were consequences of his own andadded a note to this effect to the second part of his major work on elliptic functions.
Abel mabilis ay nagpakita na Jacobi 's resulta ng mga kahihinatnan ng kanyang sarili atnagdagdag ng isang tanda na ito epekto sa ikalawang bahagi ng kanyang trabaho sa mga malalaking tambilugin function.
Topics Plana worked on, in addition to astronomy,were integrals, elliptic functions, heat, electrostatics and geodesy.
Paksa Plana nagtrabaho sa, bilang karagdagan sa astronomy,ay integrals, tambilugin function, init, elektrostatika at heodesya.
Stieltjes also contributed to ordinary and partial differential equations, the gamma function,interpolation, and elliptic functions.
Stieltjes din ambag sa pambihira at bahagyang kaugalian equation, ang gama function,agaw, at tambilugin function.
Galois, after reading Abel and Jacobi 's work,worked on the theory of elliptic functions and abelian integrals.
Galois, pagkatapos ng pagbabasa ng Abel at Jacobi 's trabaho,nagtrabaho sa teorya ng tambilugin function at abelian integrals.
In 1854 Betti showed that the quintic equation could be solved in terms of integrals resulting in elliptic functions.
Sa 1854 Betti ay nagpakita na ang quintic equation ay maaaring lutas sa mga tuntunin ng integrals na nagreresulta sa tambilugin function.
His mathematical work included algebra, algebraic geometry,synthetic geometry, elliptic functions and the theory of convergence.
Matematiko kanyang trabaho kasama algebra, algebraic geometry,geometry gawa ng tao, tambilugin function at ang teorya ng mga tagpo.
Although an algebraic equation of the fifth degree cannot be solved in radicals, a result which was proved by Ruffini and Abel,Hermite showed in 1858 that an algebraic equation of the fifth degree could be solved using elliptic functions.
Kahit isang algebraic equation ng ikalimang antas ay maaaring hindi malulutas sa radicals, isang resulta kung saan ay proved by Ruffini at Abel,Hermite ay nagpakita sa 1858 na ang isang algebraic equation ng ikalimang antas ay maaaring malulutas gamit ang tambilugin function.
He made substantial contributions to the analytical theory of numbers and worked on elliptic functions, continued fractions, and infinite series.
Siya na ginawa substantial kontribusyon sa analytical teorya ng mga numero at nagtrabaho sa tambilugin function, patuloy na fractions, at walang hanggan serye.
Jacob Bernoulli had solved this for an isosceles triangle while, after Malfatti, the problem was also solved by Steiner and Clebsch,the latter solving it using elliptic functions.
Jacob Bernoulli ay malulutas na ito para sa isang isosceles tatsulok habang, pagkatapos Malfatti, ang problema ay malulutas din sa pamamagitan ng Steiner at Clebsch,ang huli solving ito gamit ang tambilugin function.
At Weierstrass's request he was given a question on the paper he received in May 1840 on the representation of elliptic functions and he presented his own important research as an answer.
Sa Weierstrass's request siya ay bibigyan ng isang katanungan sa papel niya na natanggap sa Mayo 1840 sa pagsasalarawan ng mga patambilog function at ipinapahayag niya ang kanyang sariling mahalagang pananaliksik bilang isang sagot.
On the mathematical side, coming out of his work for the Coast Survey,we mention that he was interested in conformal map projections where he invented a quincuncial map projection using elliptic functions.
Sa matematika gilid, mula sa kanyang trabaho para sa Coast Survey, namin banggitin nasiya ay interesado sa conformal map projections na kung saan siya imbento ng isang quincuncial projection ng mapa gamit ang tambilugin function.
Known as the father of modern analysis, Weierstrass devised tests for the convergence of series and contributed to the theory of periodic functions,functions of real variables, elliptic functions, Abelian functions, converging infinite products, and the calculus of variations.
Na kilala bilang ang ama ng modernong analysis, Weierstrass devised pagsusulit para sa mga tagpo ng serye at ambag sa teorya ng mga pana-panahong mga pag-andar,pag-andar ng tunay na variable, patambilog function, Abelian function, nagtatagpo produkto ng walang hanggan, at ang calculus ng mga pagkakaiba-iba.
There a number of mathematics books were published including one by Faà di Bruno himself on elliptic functions.
May isang numero ng matematika ng mga libro ay nai-publish na kasama ang isa sa pamamagitan ng Faà di Bruno kanyang sarili sa tambilugin function.
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