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Stereographic projection
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Related lectures (14)
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Conformal Maps and Hyperbolic Geometry
Explores conformal maps, hyperbolic geometry, and isometric properties of disks.
Developable Surfaces and Parametrization
Explores developable surfaces, parametrization, equations verification, and conformally flat surfaces.
Stereographic Projection and Metric Tensors
Explores stereographic projection and metric tensors on hyperbolic planes, emphasizing isometry and conforming models.
Geometric Transformations: Meanings and Applications
Explores geometric transformations, invariant properties, and mean relationships in modern geometry.
Introduction to Projections
Introduces the basics of geometry projections, including isometric and modern perspectives, and their historical context.
Stereographic Projection: Sphere Parameterization
Explores stereographic projection and sphere parameterization, emphasizing regularity and line independence.
Solar Astronomy: Equinoxes and Solstices
Delves into solar astronomy, focusing on equinoxes, solstices, Earth-Sun axis, and geocentric coordinates.
Solar Race: Building Physics Phenomenology
Explores solar race design, geometric projections, and sun movement impact on building orientation and facade illumination.
Crystal Symmetry: Axial Classes and Platonic Solids
Covers the seven types of axial crystal classes and the five Platonic solids.
Geometric Projections: Historical Perspectives and Applications
Explores the evolution of projective geometry and its applications in architectural representation.
Intersection of a Line and a Plane: Special Cases
Covers the intersection of a line and a plane, focusing on special cases.
Geometric Transformations: Projective Geometry Fundamentals
Covers the fundamentals of projective geometry and its applications in architecture.
Geometry II: Modern Geometric Transformations
Explores modern geometric transformations and invariances, focusing on projective geometry and historical developments.
Grassmann manifold and Retractions
Covers the Grassmann manifold and retractions on submanifolds.
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