Leit

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Studying shapes, sizes and spatial relationships in mathematics

Föll

Relationships mapping inputs to specific outputs in mathematics

Stærðf.greining

Rannsaka runur og raðir, leysa diffurjöfnur

Hornafræði

Studying angles, triangles and trigonometric functions and ratios

Algebra

Using symbols to solve equations and express patterns

Talnareikningur

Practicing fundamental operations like addition, subtraction and division

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Explore geometric concepts and constructions in a dynamic environment

GeoGebra 3D Calculator

3D Vasareiknir

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GeoGebra Scientific Calculator

Fræðilegur Vasareiknir

Perform calculations with fractions, statistics and exponential functions

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Glósur

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Niðurhal smáforrita
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Rúmfræði

Studying shapes, sizes and spatial relationships in mathematics

Föll

Relationships mapping inputs to specific outputs in mathematics

Stærðf.greining

Rannsaka runur og raðir, leysa diffurjöfnur

Hornafræði

Studying angles, triangles and trigonometric functions and ratios

Algebra

Using symbols to solve equations and express patterns

Talnareikningur

Practicing fundamental operations like addition, subtraction and division

See all Community Resources
Get started with our Resources
GeoGebra

Vasareikna Knippi

Explore functions, solve equations, construct geometric shapes

GeoGebra Graphing

Grafískur vasareiknir

Visualize equations and functions with interactive graphs and plots

GeoGebra Geometry

Rúmfræði

Explore geometric concepts and constructions in a dynamic environment

GeoGebra 3D Calculator

3D Vasareiknir

Teikna föll og framkvæma útreikninga í þrívídd

GeoGebra Scientific Calculator

Fræðilegur Vasareiknir

Perform calculations with fractions, statistics and exponential functions

GeoGebra Notes

Glósur

Explore our online note taking app with interactive graphs, slides, images and much more

Niðurhal smáforrita
Byrjaðu að nota GeoGebra smáforritin

Guillaume Garrigos

  • Námsefni
  • Uppáhalds
  • Fólk
  • Gradient Descent vs Saddles (matrix factorization)

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    Guillaume Garrigos

  • Gradient Descent vs Saddles (2D)

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    Guillaume Garrigos

  • Gradient Descent vs Saddles (1D)

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    Guillaume Garrigos

  • Mexican Hat : Gradient Descent can not converge

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    Guillaume Garrigos

  • Minimisation of a least squares by means of different regularization procedures

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    Guillaume Garrigos

  • A noncontinuous convex function

    Vinnublað

    Guillaume Garrigos

  • Hard, soft and half threshold operators

    Vinnublað

    Guillaume Garrigos

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