GEOMETRY AY Meaning in English - translations and usage examples

• geometry was
• geometry is
• geometry were
• geometry are

Examples of using Geometry ay in Tagalog and their translations into English

Introduksiyon sa algebraic geometry ay na-publish sa 1949.
Introduction to algebraic geometry was published in 1949.

Pabilog geometry ay isang pangunahing kasangkapan sa kanyang astronomya pag-aaral.
Spherical geometry was a major tool in his astronomical studies.

At sa Aleksandrov ng trabaho sa geometry ay ilagay sa perspektibo.
In and Aleksandrov's work in geometry is put into perspective.

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.

Ang ikaapat na dami ng sa geometry ay binalak ngunit hindi natapos.
A fourth volume on geometry was planned but never completed.

Kahit geometry ay Cech's larangan ng pananaliksik, Cech had sa kumuha ng higit sa mga kurso sa pagtatasa at algebra.
Although geometry was Cech's field of research, Cech had to take over courses in analysis and algebra.

Ang isang sulat sa pamamagitan ng Frisi nakasulat sa 1753 sa mekanika at geometry ay ibinigay at tinalakay sa.
A letter by Frisi written in 1753 on mechanics and geometry is given and discussed in.

Kanyang pagka-akit sa geometry ay beautifully inilarawan sa pamamagitan ng Plutarch.
His fascination with geometry is beautifully described by Plutarch:-.

Weil ng trabaho sa nagdadala nang sama-sama bilang teorya at algebraic geometry ay lubhang kapaki-pakinabang.
Weil's work on bringing together number theory and algebraic geometry was highly fruitful.

Hilbert ng trabaho sa geometry ay ang pinakamalaking impluwensiya sa lugar na matapos ang Euclid.
Hilbert's work in geometry had the greatest influence in that area after Euclid.

Ang kalikasan ng mga aplikasyon ng iba't-ibang mga theorems sa algebraic geometry ay sa pangkalahatang mabilis na ipinaliwanag.
The nature of the applications of the various theorems to algebraic geometry is in general rapidly explained.

Ang disenyo geometry ay nakatuon para sa isang pananahilan sakay na nangangahulugan ng isang kumportable at makinis na sumakay.
The design geometry is geared for a causal rider which means a comfortable and smooth ride.

Marahil sa kanyang walang pagsala-tao, analytic geometry ay ibalik Halphen sa mataas na lugar siya na kinita.
Perhaps with its inevitable revival, analytic geometry will restore Halphen to the eminence he earned.

Kanyang pinagmulan ng mga estima ay isang tour de force at ang mga aplikasyon sa algebraic geometry ay maganda.
His derivation of the estimates is a tour de force and the applications in algebraic geometry are beautiful.

Ang aking pangunahing interes sa geometry ay para sa ilaw ito nagtatalop sa topology ng manifolds.
My primary interest in geometry is for the light it sheds on the topology of manifolds.

Geometry ay ang mga pangunahing matematika siyensiya, para sa mga ito kasama ang arithmetic, at matematika numero ay lamang ang mga palatandaan ng heometriko magnitude.
Geometry is the basic mathematical science, for it includes arithmetic, and mathematical numbers are simply the signs of geometrical magnitude.

Dalawang volume ng kanyang mga lektura sa geometry ay nai-publish na pagkatapos ng kanyang kamatayan sa 1876 at 1891.
Two volumes of his lectures on geometry were published after his death in 1876 and 1891.

Ang Savilian chair ng geometry ay unang ginagawa sa pamamagitan ng Briggs at Savile natapos ang kanyang panayam sa mga salita( tingnan ang halimbawa).
The Savilian chair of Geometry was first occupied by Briggs and Savile ended his lecture with the words(see for example).

Sa paligid ng oras na ito siya seemed upang maging tila disillusioned sa mga direksyon na ang pananaliksik sa algebraic geometry ay pagpunta at 1957 nakita ang paglalathala ng huling pananaliksik papel na Semple na isulat para sa higit sa sampung taon.
Around this time he seemed to become somewhat disillusioned with the direction that research in algebraic geometry was going and 1957 saw the publication of the last research paper that Semple would write for over ten years.

Global kaugalian geometry ay simula lamang, kahit Morse teorya ay nauunawaan at ginagamit ng isang maliit na bilang ng mga tao.
Global differential geometry was only beginning, even Morse theory was understood and used by a very small number of people.

Kung Semple sa halip regretted ang direksyon na ang pananaliksik sa algebraic geometry ay kumukuha, siya ay tiyak na hindi ipakita ang mga ito sa kanyang mga libro Algebraic kurva.
If Semple rather regretted the direction that research in algebraic geometry was taking, he certainly did not show it in his book Algebraic curves.

Kanyang trabaho sa geometry ay mahalaga sa panahon ngunit ito ay abot sa pamamagitan ng humiga/ magsinungaling grupo ng teorya, Cayley 's trabaho at Klein' s trabaho.
His work in geometry was important at the time but has been overtaken by Lie group theory, Cayley 's work and Klein 's work.

Ang katunayan na ang mga di-euclidean geometry ay sa oras na pinagtatalunan pa rin ng isang paksa ngayon vanished.
The fact that non-euclidean geometry was at the time still a controversial topic now vanished.

Ngayon, kaugalian geometry ay isang pangunahing paksa sa matematika at sa isang malaking share ng credit para sa mga pagbabagong ito ay pumunta sa Professor Chern.
Today, differential geometry is a major subject in mathematics and a large share of the credit for this transformation goes to Professor Chern.

Ito ay ang kapuna-puna corollary na non-euclidean geometry ay pare-pareho at kung lamang kung euclidean geometry ay pare-pareho.
This had the remarkable corollary that non-euclidean geometry was consistent if and only if euclidean geometry was consistent.

Kanyang panayam tala sa geometry ay sa form na ang batayan ng Maclaurin 's Treatise ng Praktikal geometry na kung saan ay nai-publish sa 1745.
His lecture notes on geometry were to form the basis of Maclaurin 's Treatise of Practical Geometry which was published in 1745.

Monge ng lektura sa katiting na katiting geometry ay sa form na ang batayan ng kanyang mga libro de l'Application Analyze ŕ la géométrie.
Monge's lectures on infinitesimal geometry were to form the basis of his book Application de l'analyse à la géométrie.

Kanyang mabilis na nagkamit-unawa ng geometry ay na-apply na sa lalong madaling panahon sa kanyang tunay na pag-ibig ng mekanika at siya ay nagsimulang humabi posible sa paglipad machines.
His rapidly gained understanding of geometry was soon applied to his real love of mechanics and he began to invent possible flying machines.

Gayunpaman, ang mundo ng matematika ng non-Euclidean geometry ay dalisay at perpekto, at sa gayon ay isang pagtatantya lamang sa aming magulo na mundo.
Yet, the mathematical world of non-Euclidean geometry is pure and perfect, and so only an approximation to our messy world.

Ano Egyptians alam ng geometry ay pangunahing patakaran ng hinlalaki, at walang dahilan na ang Thales dumating sa deduksyon proofs, tulad ng mamaya Greeks natuklasan.
What Egyptians knew of geometry was mainly rules of thumb, and there is no reason to believe that Thales arrived at deductive proofs, such as later Greeks discovered.