Loxodromic isometries in Hyperbolic plane

preview_player
Показать описание

In hyperbolic geometry, there is a class of isometries, known as loxodromic isometry. In this video we show how to visualize them using GeoGebra.

Join other college and university students to create beautiful research projects in Mathematical Science.
  1. Cheenta College Math
Рекомендации по теме
Loxodromic isometries in 0:02:10

Loxodromic isometries in Hyperbolic plane

Orthogonal Group (part 0:03:53

Orthogonal Group (part 1) Isometries of Hyperbolic Plane

Hyperbolic isometries of 0:00:34

Hyperbolic isometries of the Poincaré disk

HG.03.07. Models and 0:46:47

HG.03.07. Models and isometries of the hyperbolic plane: The Poincaré Disc

4 Dimensional Hyperbolic 0:03:25

4 Dimensional Hyperbolic Space Isometries

HG.03.06. Models and 0:34:57

HG.03.06. Models and isometries of the hyperbolic plane: back to the upper half plane

HG.03.04. Models and 0:42:12

HG.03.04. Models and isometries of the hyperbolic plane: The upper half plane 3

Hyperbolic Geometry 3.4. 1:20:14

Hyperbolic Geometry 3.4. Models and isometries: the upper half plane, shortest curves in U

Krishnendu Gongopadhyay, Reversibility 0:52:25

Krishnendu Gongopadhyay, Reversibility and Linking of loxodromic maps

Real-Time Correction of 0:03:12

Real-Time Correction of Panoramic Images using Hyperbolic Möbius Transformations

Hyperbolic Geometry Review 1:32:21

Hyperbolic Geometry Review 3.2. Models and isometries: Orth & rest Lorentz gps, from M to D &...

Hyperbolic Geometry Review 0:18:10

Hyperbolic Geometry Review 3.6. Models and isometries: UHP (concl), Poincaré disc, geometry of isoms...

Extending the $\log 0:49:25

Extending the $\log (2k-1)$-Theorem (GGD/GEAR Seminar)

Branched complex projective 1:17:04

Branched complex projective structures on surfaces (Lecture 01) by Stefano Francaviglia

Bonus: From Euclid's 0:20:05

Bonus: From Euclid's problem to Escher's art | From Euclid to Escher class 4 part 3

Hyperbolic Geometry 2.1. 1:03:28

Hyperbolic Geometry 2.1. Möbius transformations: Definition, explicit formula, standard examples.

NCNGT 2021 - 0:25:19

NCNGT 2021 - A quantified local-to-global principle for Anosov subgroups Part 2

Limit Set I 0:01:01

Limit Set I transformation

poincare disc animation 0:01:41

poincare disc animation

WoG 2023 Talk 0:27:07

WoG 2023 Talk 2.5: Inhyeok Choi - Genericity of contracting elements in groups

Math 618 Lecture 0:17:55

Math 618 Lecture 19 Hyperbolic rigid motions (part 2)

Maxim Arnold 0:44:53

Maxim Arnold Integrable transformations of centroaffine polygons

Jessica Purcell - 1:07:29

Jessica Purcell - Lecture 3 - Knots in infinite volume 3-manifolds

HG.02.07. Möbius Transformations 0:21:14

HG.02.07. Möbius Transformations