PROJECTIVE GEOMETRY Meaning in Tagalog - translations and usage examples

• projective geometry

Examples of using Projective geometry in English and their translations into Tagalog

During his imprisonment he studied projective geometry.
Sa panahon ng kanyang pagkabilanggo siya-aral ng projective geometry.

In 1880 Veronese described an n-dimensional projective geometry, showing that simplifications could be obtained in passing to higher dimensions.
Sa 1880 Veronese inilarawan ng n-dimensional projective geometry, na nagpapakita na ang simplifications ay maaaring makuha sa pagdaan sa mas mataas na sukat.

He was one of the greatest contributors to projective geometry.
Siya ay isa sa mga pinakadakilang mga kontribyutor sa projective geometry.

He made substantial contributions to projective geometry and wrote an important book on the topic.
Siya na ginawa substantial kontribusyon sa projective geometry at wrote isang mahalagang libro sa paksa.

He worked on conic sections and produced important theorems in projective geometry.
Siya ay nagtrabaho sa alimusod seksyon at ginawa mahalagang theorems sa projective geometry.

This work contains fundamental ideas of projective geometry such as the cross-ratio, perspective, involution and the circular points at infinity.
Trabaho na ito ay naglalaman ng pangunahing ideya ng projective geometry tulad ng cross-ratio, perspektibo, kaguluhan at ang pabilog na points sa kawalang-hanggan.

His work in geometry included a study of conics, quadrics and projective geometry.
Kanyang trabaho sa geometry kasama ng isang pag-aaral ng conics, quadrics at projective geometry.

We believe, moreover, that the abstract treatment is particularly desirable in projective geometry, because it is through the latter that the other geometric disciplines are most readily coordinated.
Naniniwala kami na, ryan, mahirap unawain na ang paggagamot ay lalo na kanais-nais sa projective geometry, dahil ito ay sa pamamagitan ng huli na ang iba pang mga geometriko disciplines ay pinaka-raka koordinadong.

After graduating, he continued working for his doctorate at Trinity on projective geometry.
Pagkatapos graduating, siya ang patuloy na nagsisikap para sa kanyang mga titulo ng doktor sa Tatlong-isa sa projective geometry.

Appell's first paper in 1876 was based on projective geometry continuing work of Chasles.
Appell ang unang papel sa 1876 ay base sa projective geometry magpatuloy sa trabaho ng Chasles.

One of the themes which were present in almost all his work throughout his career was projective geometry.
Isa ng ang mga tema na kung saan ay dumalo sa halos lahat ng kanyang trabaho sa kabuuan ng kanyang karera ay projective geometry.

D'Ovidio also included in these lectures results of Veronese on projective geometry and of Weierstrass on bilinear and quadratic forms.
D'Ovidio din kasama sa mga lektura ng mga resulta ng Veronese sa projective geometry at ng Weierstrass sa bilinear at parisukat form.

Veblen's interest in the foundations of geometry led to his work on the axiom systems of projective geometry.
Veblen ng interes sa komunidad ng geometry na humantong sa kanyang trabaho sa axiom sistema ng projective geometry.

It provides impressive evidence of the power of strictly classical projective geometry when applied to the right sort of problem.
Ito ay nagbibigay ng damdamin na katibayan ng kapangyarihan ng mahigpit na klasiko projective geometry kapag inilapat sa tamang uri ng mga problema.

One could certainly consider this work as laying the foundations for the theory of descriptive and projective geometry.
Ang isa ay maaaring isaalang-alang ang tiyak na ito ng trabaho bilang pagtula ang pundasyon para sa teorya ng mga malarawan at projective geometry.

This impressive work extended apolarity theory as introduced by Reye to projective geometry in several dimensions using the theory of rational curves.
Ang kahanga-trabaho extended apolarity teorya bilang nagpasimula ng Reye sa projective geometry sa ilang aspeto ng paggamit ng teorya ng katuwiran kurva.

In Aperçu historique Chasles studied the method of reciprocal polars as an application of the principle of duality in projective geometry;
Sa Aperçu Historique Chasles-aral ang paraan ng kapalit polars bilang isang application ng mga prinsipyo ng duality sa projective geometry;

This was a very original approach to higher-dimensional projective geometry that Veronese developed.
Ito ay isang orihinal na diskarte sa mas mataas na sukat projective geometry na Veronese binuo.

In 1675 he published a more comprehensive work on conic sections Sectiones conicae which contained a description of Desargues' projective geometry.
Sa 1675 siya nai-publish ng isang mas kumpletong trabaho sa alimusod seksyon Sectiones conicae na naglalaman ng isang paglalarawan ng Desargues' projective geometry.

Guarini was adept at most applications of advanced curvature and projective techniques, if not indulging outright in the projective geometry of Desargues as his modern admirers have alleged, confusing'projection' with' projective geometry'.
Guarini ay adept at karamihan sa mga aplikasyon ng mga advanced na kurbada at projective pamamaraan, kung hindi indulging tahas sa projective geometry ng Desargues bilang kanyang modernong admirers magkaroon ng di-umano'y, Confusing 'projection' sa 'projective geometry'.

He introduced a configuration now called a Möbius net, which was to play an important role in the development of projective geometry.
Siya ang nagpasimula ng isang configuration na ngayon na tinatawag na isang Möbius net, na kung saan ay na-play ng isang mahalagang papel sa pag-unlad ng projective geometry.

Since it is most natural to derive the geometrical disciplines associated with the names of Euclid, Descartes, Lobachevsky etc. from projective geometry than to derive projective geometry from one of them, it is natural to take the foundations of projective geometry as the foundations of all geometry..
Dahil ito ay pinaka-natural na kunin ang heometriko disciplines na kaugnay sa ang mga pangalan ng mga Euclid, Descartes, Lobachevsky atbp mula sa projective geometry kaysa sa magmula projective geometry mula sa isa sa mga ito, ito ay natural na kunin ang pundasyon ng projective geometry bilang ng mga komunidad ng lahat ng geometry..

This treatise represented a major step forward in understanding the geometry of perspective and it was a major contribution towards the development of projective geometry.
Ito treatise kinakatawan ng isang malaking hakbang na pasulong sa pag-unawa ang geometry ng pananaw at ito ay isang malaking ambag sa pag-unlad ng projective geometry.

Under their direction he laid the basis for the important work he was later to achieve in the fields of foundations of geometry, projective geometry, topology, differential invariants and spinors.
Sa ilalim ng kanilang mga direksyon siya inihain ang batayan para sa mahalagang trabaho siya mamaya upang makamit ang mga patlang ng mga komunidad ng geometry, projective geometry, topology, kaugalian invariants at spinors.

He wrote articles on such diverse topics as twisted cubics, developable surfaces, the theory of conics, the theory of plane curves, third- and fourth-degree surfaces, statics and projective geometry.
He wrote articles sa ganoong mga magkakaibang mga paksa tulad ng baluktot cubics, developable ibabaw, ang mga teorya ng conics, ang mga teorya ng eroplano kurva, third-at ikaapat na-degree ibabaw, estatika at projective geometry.

His time for research was now limited but he still made important contributions undertaking research on infinitesimal geometry, projective geometry and the differential geometry of curves and surfaces.
Kanyang oras para sa pananaliksik ay limitado na ngayon pero siya pa rin ginawa mahalagang kontribusyon sa pagsasagawa pananaliksik katiting na katiting geometry, projective geometry at ang mga kaugalian geometry ng mga kurva at ibabaw.

White began teaching advanced courses in his area of research interest, in particular on algebraic geometry, projective geometry, and invariant theory.
White nagsimula pagtuturo advanced na kurso sa kanyang lugar ng pananaliksik na interes, sa partikular na sa algebraic geometry, projective geometry, at invariant theory.

He was promoted a number of times, to extraordinary professor in differential geometry, then extraordinary professor in projective geometry, then of analytic geometry..
Siya ay itaas ang isang bilang ng mga beses, na sa karaniwan propesor sa kaugalian geometry, at pagkatapos ay katangi-tangi propesor sa projective geometry, at pagkatapos ng analytic geometry..

He examined problems in the areas of systems of lines, classification of space curves, enumerative geometry of plane conics, singular points of plane curves, projective geometry and differential equations, elliptic functions, and assorted questions in analysis.
Siya napagmasdan problema sa mga lugar ng sistema ng mga linya, pag-uuri ng space kurva, enumerative geometry ng eroplano conics, isahan puntos ng eroplano kurva, projective geometry at kaugalian equation, tambilugin function, at assorted mga tanong sa pagtatasa.

This theorem gave, as a corollary, the complete structure of all finite projective geometries.
Teorama ibinigay na ito, bilang isang corollary, kumpleto na ang istraktura ng lahat ng mga takda projective geometries.