Ano ang ibig sabihin ng KAUGALIAN GEOMETRY sa Ingles

• differential geometry

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

Sa Grassmann's panlabas algebra sa kaugalian geometry.
With Grassmann's exterior algebra in differential geometry.

Ay isang gabay sa kaugalian geometry, illustrating ang mga paksa sa teorya ng mga ibabaw.
Is a guide to differential geometry, illustrating the topics with the theory of surfaces.

Cesàro's pangunahing kontribusyon ay sa kaugalian geometry.
Cesàro's main contribution was to differential geometry.

Siya wrote isang malaking text kaugalian geometry: teorya ng ibabaw na kung saan, S Funabashi, magsusulat.
He wrote a major text Differential geometry: Theory of surfaces which, S Funabashi, writes.

Ang kanyang mga pananaliksik yari sa mamaya sa kaugalian geometry.
His research turned later towards differential geometry.

Bertrand-publish na maraming mga gumagana sa kaugalian geometry at sa mga bagay na maaaring mangyari theory.
Bertrand published many works on differential geometry and on probability theory.

Ito gumagana generalises pangunahin problema sa kaugalian geometry.
This work generalises classical problems in differential geometry.

Gauss nagkaroon ng malaking interes sa kaugalian geometry, at nai-publish na maraming mga papeles sa paksa.
Gauss had a major interest in differential geometry, and published many papers on the subject.

Mula sa 1, 916 sa una-una siya nai-publish sa kaugalian geometry.
From 1916 on he published mainly on differential geometry.

Kaugalian geometry ay hindi Finsler's research topic para sa mahaba dahil siya inilipat sa set up ng teorya.
Differential geometry was not Finsler's research topic for long since he moved to take up set theory.

Bianchi ginawa mahalagang kontribusyon sa kaugalian geometry.
Bianchi made important contributions to differential geometry.

Euler na ginawa substantial kontribusyon sa kaugalian geometry, investigating ang teorya ng ibabaw at kurbada ng mga ibabaw.
Euler made substantial contributions to differential geometry, investigating the theory of surfaces and curvature of surfaces.

Ng doktor Kanyang disertasyon( 1880) dealt sa kaugalian geometry.
His doctoral dissertation(1880) dealt with differential geometry.

Maschke ng pangalawang lugar ng trabaho ay sa kaugalian geometry sa partikular ang teorya ng parisukat kaugalian quantics.
Maschke's second area of work was on differential geometry in particular the theory of quadratic differential quantics.

Ang artikulo na tingin sa siyam na mga papeles na Milnor had nakasulat sa kaugalian geometry.
The article looks at nine papers which Milnor had written on differential geometry.

Walker nagtrabaho sa geometry, sa partikular na kaugalian geometry, kapamanggitan, at kosmolohiya.
Walker worked on geometry, in particular differential geometry, relativity, and cosmology.

Wangerin ng pananaliksik ay sa mga potensyal na teorya, pabilog function at kaugalian geometry.
Wangerin's research was on potential theory, spherical functions and differential geometry.

Kanyang trabaho, na patuloy na gauss' s pag-aaral ng 1828 sa kaugalian geometry ng ibabaw, malaki naiimpluwensyahan Peterson.
His work, which continued Gauss 's study of 1828 on the differential geometry of surfaces, greatly influenced Peterson.

Klingenberg na nakuha ng isang titulo ng doktor sa 1950 sa isang sanaysay sa affine kaugalian geometry.
Klingenberg obtained a doctorate in 1950 with a thesis on affine differential geometry.

Ang kanyang lugar ng pananaliksik ay kaugalian geometry kung saan siya ang-aral( ngayon pinangalanan) Chern katangian klase sa hibla ng espasyo.
His area of research was differential geometry where he studied the(now named) Chern characteristic classes in fibre spaces.

Darboux ginawa mahalagang kontribusyon sa kaugalian geometry at pagtatasa.
Darboux made important contributions to differential geometry and analysis.

Kanyang unang libro A Treatise sa kaugalian geometry ng mga kurva at ibabaw, inilathala sa 1909, ay sa paksang ito at ay isang pag-unlad ng kurso niya na ibinigay sa Princeton para sa ilang mga taon.
His first book A Treatise in the Differential Geometry of Curves and Surfaces, published in 1909, was on this topic and was a development of courses he had given at Princeton for several years.

( 4) aplikasyon ng teorya ng C*- algebras sa foliations at kaugalian geometry sa pangkalahatang.
(4) application of the theory of C*-algebras to foliations and differential geometry in general.

Pagkatapos ng kanyang 1893 treatise siya nai-publish na maraming iba pang mga teksto, ang pinaka-mahalaga na kung saan ang mga lektura sa kaugalian geometry ng mga kurva at ibabaw( 1912), lektura sa pambungad ng teorya ng pag-andar ng dalawang kumplikadong variable( 1914), Calculus ng mga pagkakaiba-iba( 1927), Geometry ng apat na sukat na kung saan ay sa loob ng dalawang volume na at nai-publish sa 1930, at tunay geometry ng space ideal na rin sa dalawang volume, inilathala sa 1935.
After his 1893 treatise he published many other texts, the most important of which are Lectures on the differential geometry of curves and surfaces(1912), Lectures introductory to the theory of functions of two complex variables(1914), Calculus of variations(1927), Geometry of four dimensions which was in two volumes and published in 1930, and Intrinsic geometry of ideal space also in two volumes, published in 1935.

Kanyang mga pangunahing interes ng mga matematiko sa algebraic geometry at kaugalian geometry.
His main mathematical interests were in algebraic geometry and differential geometry.

Matapos espesyal na paksa ng kurso sa grupo ng teorya at kaugalian geometry, Natanggap na Higman isang MA.
After taking special topic courses on group theory and differential geometry, Higman received an MA.

Egorov nagtrabaho sa triply orthogonal system at mga potensyal na ibabaw, paggawa ng isang malaking kontribusyon sa kaugalian geometry.
Egorov worked on triply orthogonal systems and potential surfaces, making a major contribution to differential geometry.

Ito ay Blaschke na nagmula sa mga partikular na mga problema sa kaugalian geometry sa Reidemeister na nagsimula sa trabaho.
It was Blaschke who came up with the particular problems in differential geometry on which Reidemeister began to work.

Siya rin ay nagtrabaho sa cycloidal pendulums, ang mga batas ng paglaban sa isang sunud-sunuran at kaugalian geometry.
He also worked on cycloidal pendulums, the laws of resistance in a fluid and differential geometry.

Fubini ng interes ay iba malawak na lumipat mula sa maagang bahagi ng kanyang trabaho sa kaugalian geometry sa pagtatasa.
Fubini's interests were exceptionally wide moving from his early work on differential geometry towards analysis.