C4 Geometria

83 pubblicazioni

AutoreTitoloAnno
Allman, G.J.Greek Geometry from Thales to Euclid1877
Allman, G.J.Greek Geometry from Thales to Euclid1888
Barthel, E.Der Satz vom Tetra-eder1958
Berti, E.L'origine pitagorica dell 'analisi geometria1998
Bretschneider, C.A.Pythagoras und seine unmittelbarer Schuler1870
Brock, J.F.Pyramids to Pythagoras: surveying from Egypt to Greece - 3000 BC to 100 AD2004
Brunes, T.Pythagoras and a geomatric analysis of Plato's Timaeus1967
Brunes, T.Ancient geometry and modern times1967
Calter, P.Polygons and tilings, and sacred geometry1998
Cantor, M.Die Geometrie des Pythagoras1863
Cantor, M.Pythagoras und die Pythagoraer. Geometrie1894
Castro Garcia, O.LA EXPERIENCIA CULTURAL DE LO SAGRADO ATRAVÉS DE LA GEOMETRÍA2007
Charriere, G.Nouvelle hypothese sur les dodecaedres gallo-romains1965
Chemla, K.Geometrical figures and generality in ancient China and …2004
Cornelli, G.Quem nao e geometra nao entre! Geometria, filosofia e Platonismo2007
Critchlow, K.The Platonic Tradition on the Nature of Proportion1994
Dell'Oro, A.Sulla possibilita di ricostruire la geometria pitagorica1935
Detienne, M.En Grece archaique: Geometrie, Politique et Societe1965
Di Marco, M.Un problema di geometria nel Giambo I di Callimaco1998
Diggens, J.E.Pythagoras and his followers1965
Federspiel, M.Sur une partie specifique de la demonstration dans les textes geometriques grecs classiques: l'anaphore2015
Field, J.V.Rediscovering the archimedean polyhedra; Oierro della Francesca, Luca Pacioli, Leonardi da Vinci, Albrecht Durer, Danielle Barbaro and Johannes Kepler1997
Gandz, S.The origin of angle-geometry1929
Guillaumin, J.Y.Geometrie grecque et agrimensorique romaine. La science comme justification d’une ideologie1994
Hårklau, H.Cubes of Sound, Tonal Space: A Geometric Representation of Consonancesand other Tone Intervals2010
Jarvis, J.J.The secret geometry and the secrets of Lucania2007
Kirkbride, R.Number is Form and Form is Number2005
Majid AhsaniThe Sense of Unity in the Jameh Mosque of Varamin: A Geometric Analysis2023
Mazet, E.Les sophistes et la geometrie1994
Milhaud, G.Les pythagoriciens1900
Mugler, C.Sur l'histoire de quelques definitions de la geometrie grecque et les rapports entre la geometrie et l'optique1957
Neuenschwander, E.Beitrage zur Fruhgeschichte der griechischen Geometrie1973
Papathanassiou, M.Geometric figures and divinities in early Pythagoreans1989
Phile, C.P.Archaioellenike philosophia kai ta adiaireta tou Cavalieri2002
Phillips, S.M.The sacred geometry of the platonic solids2004
Phillips, S.M.Isomorphism Between the I Ching Table, the 3x3x3 Array of Cubes and the Klein Configuration2004
Phillips, S.M.The '120 Polyhedron' as the 3-dimensional counterpart of the inner Tree of Life2004
Phillips, S.M.The '120 Polyhedron' and the '144 Polyhedron' as the Exterior and Interior of the Inner Tree of Life2004
Phillips, S.M.More Evidence for the '120 Polyhdron' As the 3-dimensional Realisation of the Inner Tree of Life and Its Manifestation in the E8xE8 Heterotic Superstring2004
Phillips, S.M.The 33 Vertex Sheets of the '120 Polyhedron' Signify the 33 Tree Levels of Ten Overlapping Trees of Life2004
Phillips, S.M.Encoding of the roots of the superstring gauge symmetry group E8 in the inner Tree of Life and the disdyakis triacontahedron2004
Phillips, S.M.The triakis tetrahedron and the disdyakis triacontahedron embody the fine-structure constant and the structural parameter of the heterotic superstring2004
Phillips, S.M.The human axial skeleton is the trunk of the Tree of Life2004
Phillips, S.M.The seven layers of vertices in the disdyakis triacontahedron encode the 206 bones of the human skeleton, the superstring symmetry2004
Phillips, S.M.The Tree of Life nature of the Sri Yantra and some of its scientific meanings2004
Phillips, S.M.The Sri Yanra-like pattern of the 15 layers of vertices in the disdyakis triacontahedron and its scientific meaning2004
Phillips, S.M.The correspondence between the inner Tree of Life, the Sri Yantra & the I Ching diagram and their realization in the seven musical scales2004
Phillips, S.M.The unification of all sacred geometries and its implication for particle physics 4 parts2004
Phillips, S.M.The pyramidal form of the inner Tree of Life, its counterparts and its encoding of the human skeleton2004
Phillips, S.M.The Tree of Life nature of the {3,7} tessellation of the 168 automorphisms of the Klein quartic on the 3-torus2004
Phillips, S.M.The polyhedral CTOL and its embedding of the 496 roots of the E8×E8 heterotic superstring gauge symmetry group2004
Phillips, S.M.How sacred geometries encode the 64 codons of mRNA and the 64 anticodons of tRNA2004
Phillips, S.M.How sacred geometries embody structural/dynamical parameters of the E8×E8' heterotic superstring and the codon pattern of DNA 2 parts2004
Phillips, S.M.The holistic nature of the first (4+4) regular polygons of the inner Tree of Life2004
Phillips, S.M.How some sacred geometries are equivalent maps of all levels of reality2004
Phillips, S.M.How EHYEH, YAH & YAHWEH prescribe the root structure & dimension of E8A breakthrough in relating sacred geometries to the superstring constituents of quarks2004
Phillips, S.M.The 10-fold division within five sacred geometries & its manifestation in the ten whorls of the UPA, the subquark state of the E8×E8 heterotic superstring2004
Poisson, F.Speculation sur la geometrie en Egypte antique2009
Prats, S.T.La geometria pitagorica1992
Riedweg, C.Sphaira o la magia della rotondita perfetta nel pensiero dei Greci2006
Robert, A.Atomisme pythagoricien et espace géométrique au Moyen Âge2017
Schafer, L.Der Konstruktion der regularen Polyeder2005
Schupbach, W.Geometria est Historia Pythagoras1967
Seidenberg, A.On the Volume of a Sphere1988
SherbonPythagorean Geometry and Fundamental Constants2008
Sherbon, M.A.Pythagorean geometry and fundamental constants2007
Sinnige, T.G.Pythagoras and Pythagoreanism1968
Szabo, A.Der mathematische Begriff und das sog. 'Geometrische Mittel'1965
Szabo, A.Ein lob auf die altpythagoreische Geometrie1970
Szabo, A."Die Muse der Pythagoreer" zur Fruhgeschichte der Geometrie1974
Takahashi, A.El hechizo de Pitagoras. El discreto encanto de la geometria2006
Tannery, P.La geometrie imaginaire et la notion d'espace1876
Tannery, P.Les applications de la geometrie dans l'antiquite1885
Tannery, P.Les geometres de l'academie1886
Treutlein, P.Ein Beitrag zur Geschichte der griechischen Geometrie1883
Ver Eecke, P.Note sur une interpretation erronee d'une definition pythagoricienne de la ligne geometrique1938
Vogt, H.Die Geometrie des Pythagoras1908
Waerden, B.L.van derDie Postulate und Konstruktionen in der fruhgriechischen Geometrie1978
Waterhouse, W.C.The Discovery of the Regular Solids1972
Wersinger, A.G.«LE MILIEU ET LA RONDE». CONTRIBUTION À L’ÉTUDE DES REPRÉSENTATIONS GÉOMÉTRIQUES ET POLITIQUES DU CERCLE ET DE L’HARMONIE CHEZ HOMÈRE, LES PYTHAGORICIENS, PLATON ET EUCLIDE2014
Wildberger, N.J.Pythagoras, Euclid, Archimedes and a new Trigonometry2006
Wildberger, N.J.The ancient Greeks present: Rational Trigonometry2008
Yamana, S.An easily constructed Dodecahedron model1984