Ano ang ibig sabihin ng KAUGALIAN EQUATION sa Ingles

• differential equation
• differential equations

Mga halimbawa ng paggamit ng Kaugalian equation sa Tagalog at ang kanilang mga pagsasalin sa Ingles

Ang teorya ng pahaba kaugalian equation.
The theory of linear differential equations.

( iii) bahagyang kaugalian equation na konektado sa ilang mga kumplikadong variable;
(iii) partial differential equations connected with several complex variables;

Series expansions ng pag-andar; at kaugalian equation.
Series expansions of functions; and Differential equations.

Fuchs nagtrabaho sa kaugalian equation at ang teorya ng pag-andar.
Fuchs worked on differential equations and the theory of functions.

Ako nag-aral ng kanyang kurso sa Non-guhit Bahagyang kaugalian equation.
I attended his course in Non-linear Partial Differential Equations.

( iv) bahagyang kaugalian equation na konektado sa tubig waves at likido dinamika;
(iv) partial differential equations connected with water waves and fluid dynamics;

( v) offbeat pag-aari ng mga solusyon ng bahagyang kaugalian equation.
(v) offbeat properties of solutions of partial differential equations.

Ang tatlong mga papeles ay sa Bahagyang kaugalian equation, Abelian integrals at Saturn's Rings.
The three papers were on Partial differential equations, Abelian integrals and Saturn's Rings.

Lexell na ginawa ng isang detalyadong pagsisiyasat ng exact equation kaugalian equation.
Lexell made a detailed investigation of exact equations differential equations.

Nicolaus nagtrabaho sa kurva, kaugalian equation at probabilidad.
Nicolaus worked on curves, differential equations and probability.

Halos lahat ng Van Vleck ng research papers ay sa larangan ng function teorya at kaugalian equation.
Almost all Van Vleck's research papers were in the fields of function theory and differential equations.

Fuchs enriched ang mga teorya ng pahaba kaugalian equation na may pangunahing mga resulta.
Fuchs enriched the theory of linear differential equations with fundamental results.

Ang problemang ito, posed sa 1900 Congress, ay sa analytic solusyon ng tambilugin kaugalian equation.
This problem, posed at the 1900 Congress, was on analytic solutions of elliptic differential equations.

Sa mga partikular na siya nagtrabaho sa teorya ng pahaba kaugalian equation, ang mga teorya ng probabilidad( tingnan) at mga di-euclidean geometry.
In particular he worked on the theory of linear differential equations, the theory of probability(see) and non-euclidean geometry.

Kanyang huling trabaho ay sa generalise mga resulta ng Courant, Friedrichs at Lewy sa hayperboliko bahagyang kaugalian equation.
His last work was to generalise results of Courant, Friedrichs and Lewy on hyperbolic partial differential equations.

Matapos ang paghahanap ng kaugalian equation, Bernoulli pagkatapos ay malulutas ito sa pamamagitan ng kung ano ang tawag na namin ngayon sa paghihiwalay ng mga variable.
After finding the differential equation, Bernoulli then solved it by what we now call separation of variables.

Sa 1973 siya ay naging Head ng Kagawaran ng kaugalian equation sa Moscow State.
In 1973 she became Head of the Department of Differential Equations at Moscow State.

Ang problema ay analytic na ng proving ang pagkakaroon ng isang solusyon ng isang mataas na nonlinear( kumplikadong Monge- Ampère) kaugalian equation.
The analytic problem is that of proving the existence of a solution of a highly nonlinear(complex Monge- Ampère) differential equation.

Kahit na, habang kami ay may sinabi, ito ay kaugalian equation Thiele ang pinaka-makabuluhang kontribusyon sa actuarial science, siya ay hindi nai-publish na ang resulta.
Although, as we have said, this differential equation is Thiele's most significant contribution to actuarial science, he never published the result.

Bôcher-publish sa paligid ng 100 na mga papeles sa kaugalian equation, serye, at algebra.
Bocher published around 100 papers on differential equations, series, and algebra.

Ang ikatlong bahagi ng matematika ay magsanay sa Riccati kaugalian equation habang ang huling bahagi ay sa geometry ng isang katanungan tungkol sa mga numero bounded sa pamamagitan ng dalawang arcs ng isang bilog.
The third part of Mathematical exercises was on the Riccati differential equation while the final part was on a geometry question concerning figures bounded by two arcs of a circle.

Sa unang bahagi ng 1970s Valentina Borok itinatag ng isang paaralan sa pangkalahatang teorya ng bahagyang kaugalian equation sa Kharkov.
In the early 1970s Valentina Borok founded a school on the general theory of partial differential equations in Kharkov.

Isa ng kanyang mga pinaka-mahalagang kontribusyon sa actuarial science ay isang kaugalian equation para sa net premium reserve V t sa oras ng isang t para sa seguro sa buhay, namely.
One of his most important contributions to actuarial science was a differential equation for the net premium reserve Vt at time t for a life insurance, namely.

Noong Mayo 1690 sa isang papel na nai-publish sa Acta Eruditorum, Jacob Bernoulli ay nagpakita na ang mga problema ng pagtukoy ng isochrone ay katumbas na sa unang solving isang-order nonlinear kaugalian equation.
In May 1690 in a paper published in Acta Eruditorum, Jacob Bernoulli showed that the problem of determining the isochrone is equivalent to solving a first-order nonlinear differential equation.

Groundbreaking para sa kanyang mga kontribusyon sa teorya at aplikasyon ng bahagyang kaugalian equation at sa pagtutuos ng kanilang mga solusyon.
For his groundbreaking contributions to the theory and application of partial differential equations and to the computation of their solutions.

Kanyang papel ang isang halimbawa ng isang makinis na sa guhit bahagyang kaugalian equation na walang solusyon( 1957) ibinigay ng isang simpleng bahagyang kaugalian equation na kung saan ay walang solusyon, isang resulta kung saan nagkaroon ng malaking epekto sa ang lugar.
His paper An example of a smooth linear partial differential equation without solution(1957) gave a simple partial differential equation which has no solution, a result which had a substantial impact on the area.

Sa 1886 Peano na ang kung f( x, y) ay patuloy na pagkatapos ay ang unang order kaugalian equation dy/ dx= f( x, y) ay may solusyon.
In 1886 Peano proved that if f(x, y) is continuous then the first order differential equation dy/dx= f(x, y) has a solution.

Ang solusyon ng mga natural na hangganan ng mga problema halaga na ito kaugalian equation sa kumaway mechanics ay katumbas ng solusyon ng Heisenberg 's algebraic problema.
The solution of the natural boundary value problem of this differential equation in wave mechanics is completely equivalent to the solution of Heisenberg 's algebraic problem.

Sa ganitong trabaho siya nabawasan ang mga problema ng paghahanap ng mga ibabaw ng lahat ng isometric sa isang binigay na ibabaw sa mga problema ng pagtukoy ng lahat ng solusyon sa isang bahagyang kaugalian equation ng Monge- Ampère uri.
In this work he reduced the problem of finding all surfaces isometric to a given surface to the problem of determining all solutions to a partial differential equation of the Monge- Ampère type.

Sa ganitong trabaho siya generalised Monge 's ideya ng mga katangian ng isang bahagyang kaugalian equation mula sa second-order ng equation sa mga third-order equation..
In this work he generalised Monge 's idea of the characteristic of a partial differential equation from second order equations to third order equations..