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Poincare henri 1854 1922 poincare map di gramma point

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Unformatted text preview: polygon: is pleuro pol gwno. frequency polygon: pol gwno suqn thtac. geodesic polygon: gewdaisiak pol gwno. inscribed polygon: eggegramm no pol gwno. non-convex polygon: mh kurt pol gwno (sun. concave polygon). 251 Convex polygon Non-convex polygon rectilinear polygon: euj grammo pol gwno. regular polygon: kanonik omal pol gwno. Pol gwno tou opo ou lec oi pleur c qoun to dio m koc kai lec oi gwn ec e nai sec metax touc. similar polygons: moia pol gwna. spherical polygon: sfairik pol gwno. side of a polygon: pleur polug nou. star polygon: astr morfo asteroeid c pol gwno. vertex of a polygon: koruf polug nou. polygonal: polugwnik c. polygonal domain: polugwnik qwr o. polygonal numbers: polugwniko arijmo . polyharmonic: poluarmonik polyharmonic function: polyhedral: pol c. poluarmonik sun rthsh. edroc, poluedrik c. polyhedral angle: pol edrh poluedrik gwn a. polyhedral solids: pol edra s mata ( stere ). polyhedron (pl. polyhedrons or polyhedra): pol edro. arqim deia pol edra. Kurt hmikanonik pol edra. Anaf rontai kataqrhstik wc hmikanonik hmiomal pol edra (bl. semiregular polyhedra). Up rqoun sunolik 13 arqim deia pol edra. Ta 5 ex aut n e nai k loura platwnik pol edra. ' Alla 6 prok ptoun me apokop twn k lourwn platwnik n polu drwn kai e nai gnwst wc rombik arqim deia pol edra (rhombic Archimedean polyhedra). Ta up loipa d o, to kubookt edro (cuboctahedron) kai to eikosidwdek edro (icosidodecahedron), e nai ep shc k loura platwnik pol edra. compound polyhedra: s njeta pol edra. concave polyhedron: mh kurt pol edro (sun. non-convex polyhedron). convex polyhedron: kurt pol edro. dual polyhedra: du k pol edra (p.q. ex edro-okt edro, dwdek edro-eikos edro). edge of a polyhedron: akm polu drou. face of a polyhedron: par pleurh dra polu drou. Kepler-Poinsot polyhedra: pol edra twn Kepler kai Poinsot. Mh kurt kanonik pol edra (bl. regular polyhedra). Up rqoun sunolik t ssera t toia pol edra: tr a astr morfa dwdek edra kai na astr morfo eikos edro (bl. stellated polyhedron). Maz me ta p nte Platwnik pol edra e nai ta m na kanonik pol edra. non-convex polyhedron: mh kurt pol edro (sun. concave polyhedron). Platonic polyhedra: platwnik pol edra. Kurt kanonik pol edra. Anaf rontai kataqrhstik wc kanonik omal pol edra (bl. regular polyhedra). Up rqoun akrib c p nte platwnik pol edra: tetr edro, ex edro (k boc), okt edro, dwdek edro kai eikos edro. regular polyhedra: kanonik omal pol edra. Pol edra twn opo wn oi par pleurec drec e nai kanonik pol gwna diou t pou kai diou meg jouc. Ta kurt ex aut n kalo ntai platwnik pol edra (Platonic polyhedra) en ta mh kurt e nai gnwst wc pol edra twn Kepler kai Poinsot. rhombic Archimedean polyhedra: rombik arqim deia pol edra. Apokomm na apl arqim deia pol edra. semiregular polyhedra: hmikanonik hmiomal pol edra. Pol edra twn opo wn oi akm c e nai sec metax touc kai oi par pleurec drec e nai kanonik pol gwna toul qiston d o t pwn. Ta kurt ex aut n e nai gnwst wc arqim deia pol edra (Archimedean polyhedra) en ta mh kurt e nai astr - Archimedean polyhedra: 252 morfa ( aster morfa) pol edra (bl. stellated polyhedron). stellated polyhedron...
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