スポンサーリンク
Yokohama Municipal University | 論文
- ISOPERIMETRY ON THE SURFACE.
- A COMBINED FIELD THEORY AS A THREE-DIMENSIONAL NON-HOLONOMIC PARABOLIC LIE GEOMETRY AND ITS QUANTUM MECHANICS
- CONNECTION SPACES IN THE LARGE. II. NON-HOLONOMIC AFFINE GEOMETRY
- CONNECTION SPACES IN THE LARGE. VI. NON-HOLONOMIC LIE GEOMETRY AND NON-HOLONOMIC PARABOLIC LIE GEOMETRY
- A NECESSARY UNITARY FIELD THEORY AS A NON-HOLONOMIC PARABOLIC LIE GEOMETRY REALIZED IN THE THREE-DIMENSIONAL CARTESIAN SPACE AND ITS QUANTUM MECHANICS
- CONNECTION SPACES IN THE LARGE. I. NON-HOLONOMIC SPACES WITH GENERAL LINEAR CONNECTIONS
- CONNECTION SPACES IN THE LARGE. IV. NON-HOLONOMIC LAGUERRE GEOMETRY
- CONNECTION SPACES IN THE LARGE. III. NON-HOLONOMIC EUCLIDEAN GEOMETRY
- THE GENERAL RELATIVITY AS A THREE-DIMENSIONAL NON-HOLONOMIC LAGUERRE GEOMETRY OF THE SECOND KIND, ITS GRAVITATION THEORY AND ITS QUANTUM MECHANICS
- GLOBAL DIFFERENTIAL GEOMETRIES OF PRINCIPAL FIBRE BUNDLES IN THE FORMS OF ALMOST KLEINEAN GEOMETRIES BY NON-CONNECTION METHODS. I.
- GENERALIZED RIEMANNIAN GEOMETRY. I.
- GENERAL THREE-DIMENSIONAL COMPLEX FUNCTION THEORY. III.
- NON-HOLONOMIC LAGUERRE FIBRE BUNDLE GEOMETRY.
- EXTENDED EUCLIDEAN GEOMETRY AND EXTENDED EQUIFORM GEOMETRY UNDER THE EXTENSIONS OF RESPECTIVE TRANSFORMATION GROUPS. II.
- EXTENDED EUCLIDEAN GEOMETRY AND EXTENDED EQUIFORM GEOMETRY UNDER THE EXTENSIONS OF RESPECTIVE TRANSFORMATION GROUPS. I.
- A COMPLEX FUNCTION THEORY ON A "SUPRA-CORPUS'' OF ＄n＄ -DIMENSIONAL HYPERCOMPLEX NUMBERS. I.
- DIE ENDGULTIGE KUGELGEOMETRISCHE RELATIVITATSTHEORIE, WELCHE ALS EINE FASERBUNDELGEOMETRIE AUFGEFASST IST.
- PARABOLIC LIE GEOMETRY.
- A COMPLEX FUNCTION THEORY ON A "SUPRA-CORPUS'' OF ＄n＄- DIMENSIONAL HYPERCOMPLEX NUMBERS. II. A THEORY OF TRIPLY PERIODIC FUNCTIONS.
- A COMPLEX FUNCTION THEORY WITH GENERALIZED DIRAC MATRICES AS COMPLEX UNITS. I.