4-DIMENSIONAL RIEMANNIAN MANIFOLDS CHARACTERIZED BY A SKEW-SYMMETRIC CURVATURE OPERATO

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概要

• 論文の詳細を見る
• 1999-12-01

著者

• Ivanova Raina

  Dept. Of Descriptive Geometry Univ. Of Architecture Civil Eng. & Geodesy

関連論文

• A REPRESENTATION OF THE CURVATURE TENSOR OF SOME 4-DIMENSIONAL EINSTEIN MANIFOLDS
• SOME NEW FACTS, RELATIONS AND CHARACTERISTICS IN INFORMATION GEOMETRY AND THEIR RIEMANNIAN FOUNDATIONS
• ON THE STATISTICAL PARAMETER SPACE CONSTITUTED BY THE LOGISTIC DENSITY FUNCTION
• GENERALIZATION OF A PROPERTY OF SOME 4-DIMENSIONAL EINSTEIN MANIFOLDS
• A SYSTEM OF CURVATURE CONDITIONS FOR SOME 4-DIMENSIONAL EINSTEIN MANIFOLDS
• 4-DIMENSIONAL RIEMANNIAN MANIFOLDS CHARACTERIZED BY A SKEW-SYMMETRIC CURVATURE OPERATO
• ON THE RIEMANNIAN MANIFOLDS OF CONSTANT SECTIONAL CURVATURE
• A CHARACTERISTIC OF THE 4-DIMENSIONAL EINSTEIN MANIFOLDS
• 4-DIMENSIONAL RIEMANNIAN MANIFOLDS, CHARACTERIZED BY SOME QUADRATIC CURVATURE CONDITIONS
• AN INTERPRETATION OF THE RIEMANNIAN CURVATURE IN A STASTISTICAL PARAMETER SPACE
• A REPRESENTATION OF THE CURVATURE TENSOR OF SOME 4-DIMENSIONAL EINSTEIN MANIFOLDS
• POINT-WISE CONSTANCY OF THE SKEW-SYMMETRIC CURVATURE OPERATOR'S CHARACTERISTIC COEFFICIENTS
• ON SOME PROPERTIES OF THE STATISTICAL PARAMETER SPACE OF THE MULTIVARIATE NORMAL DISTRIBUTION
• ON SOME PROPERTIES OF THE STATISTICAL PARAMETER SPACE OF THE MULTIVARIATE NORMAL DISTRIBUTION
• A SKEW-SYMMETRIC CURVATURE OPERATOR IN THE 3-DIMENSIONAL RIEMANNIAN MANIFOLDS
• GEOMETRIC CHARACTERIZATION OF A STATISTICAL PARAMETER SPACE

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