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Dirichlet at Steiner, ang Joachimsthal wrote on teorya ng ibabaw na kung saan siya
Dirichlet and Steiner, Joachimsthal wrote on the theory of surfaces where he made substantial contributions,pagkatapos ay ang ibabaw sa itaas ay alinman sa pinasiyahan o ang Roman ibabaw ng Steiner.
then the above surface is either ruled or the Roman surface of Steiner.tinatawag na Armeeabteilung Steiner(" Army Detachment Steiner".
the Armeeabteilung Steiner("Army Detachment Steiner".tulad ng mga nabanggit sa pamamagitan ng Freud o Rudolph Steiner.
that involves developmental stages, like those mentioned by Freud or Rudolph Steiner.Sa 1924 Rudolf Steiner( 1861-1925),
In 1924 Rudolf Steiner(1861- 1925),Sa katunayan Abel at Steiner had Matindi hinihikayat Crelle sa kanyang founding ng journal
In fact Abel and Steiner had strongly encouraged Crelle in his founding of the journalKinailangan naming gawin ito bago namin siya nakilala," Sinabi ni Steiner sa Autosport.
I think it's difficult to[know what to] say to convince him," Steiner told Autosport.Noong Abril 22, sa isang militar na kumperensiya, itinanong ni Hitler ang tungkol sa opensibo ni Steiner.
During a military conference on 22 April, Hitler asked about Steiner's offensive.Siya natuklasan ang Steiner ibabaw na kung saan ay may isang double sa kawalang-hanggan ng alimusod seksyon sa mga ito.
He discovered the Steiner surface which has a double infinity of conic sections on it.Nilisan ni Steiner ang pagtatangka pagkatapos lamang ng ilang buwan na nagdedeklarang imposible siyang turuan ng anuman tungkol sa pilosopiya.
Steiner abandoned the attempt after only a few months, declaring that it was impossible to teach her anything about philosophy.Siya pinapaboran Steiner 's diskarte sa matematika na kung saan ay napaka base sa geometry at ang paniniwala na ang geometry nag-iisa stimulates-iisip.
He favoured Steiner 's approach to mathematics which was very much based on geometry and the belief that geometry alone stimulates thinking.Ito ay ang trabaho na kung saan siya won ang Steiner Prize para sa 1866, ang mga premyo na iginawad sama-sama sa Cremona at rudolf Sturm.
It was this work which won him the Steiner Prize for 1866, the prize being awarded jointly to Cremona and Rudolf Sturm.Ang Steiner teorama mga estado na ang dalawang pencils na sa pamamagitan ng isang korteng kono ay projected mula sa dalawang ng kanyang mga puntos ay projectively kaugnay na.
The Steiner theorem states that the two pencils by which a conic is projected from two of its points are projectively related.Mga katanungan ng ganitong uri bumalik sa Apollonius, ngunit tulad ng mga katanungan had arisen habang Chasles ay nagtatrabaho sa geometry, sa partikular na ang Steiner" problema ng limang conics" ay posed in 1848.
Questions of this type go back to Apollonius, but such questions had arisen while Chasles was working on geometry, in particular the Steiner"problem of five conics" was posed in 1848.Ito nasagot ng isang problema na kung saan lumitaw sa Ina ay Gentleman at ang talaarawan ng 1845 at nagpapakita ng pagkakaroon ng 'Steiner system' pitong taon bago Steiner 's article na nagtanong kung tulad ng sistema ng nabuhay.
It answered a problem which appeared in the Lady's and Gentleman's Diary of 1845 and shows the existence of'Steiner systems' seven years before Steiner 's article which asked whether such systems existed.Siya pagkatapos-aral sa Berlin sa Dirichlet at Steiner.
He then studied at Berlin with Dirichlet and Steiner.Gayunman, siya ay i-edit ang kumpletong gumagana ng Steiner at ng mga Jacobi.
However, he did edit the complete works of Steiner and those of Jacobi.Ang huling ng mga punto ni Mr Steiner ay lilitaw na ang problema.
This last of Mr Steiner's points appears to be the problem.Sa 1843 Steiner, Jacobi at Dirichlet manlalakbay sa Roma
In 1843 Steiner, Jacobi and Dirichlet travelled to Romehanapin ang mga puno Steiner ng set sa itaas ng dalawang kaso.
find the Steiner trees of 
