Showcases: Difference between revisions
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* [[Continuous functions]] | * [[Continuous functions]] | ||
* [[Rational functions]] | * [[Rational functions]] | ||
* [[Riemann sums]] | * [[Riemann sums]], [[Arc length]] | ||
* [[Cubic spline interpolation]] | * [[Cubic spline interpolation]] | ||
* [[Interpolation: Neville's algorithm]] | * [[Interpolation: Neville's algorithm]] | ||
* [[Population growth models]] | * [[Population growth models]] | ||
* All examples from [[:Category:Calculus]] | * All examples from [[:Category:Calculus]] | ||
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* [[Trigonometric functions]] | * [[Trigonometric functions]] | ||
* [[Approximation of the circle area]] | * [[Approximation of the circle area]] | ||
* [[Circle approximation]] | |||
* All examples from [[:Category:Geometry]] | |||
===Statistics=== | ===Statistics=== | ||
Revision as of 07:37, 18 August 2009
Various topics
- Charts
- Charts - Google style
- Dynamic charts
- "Infinity"
- Snake - the game
- Circles on circles using jQuery sliders
Calculus and function plotting
- Power Series for sine and cosine
- Lagrange interpolation
- Simple function plotter
- Continuous functions
- Rational functions
- Riemann sums, Arc length
- Cubic spline interpolation
- Interpolation: Neville's algorithm
- Population growth models
- All examples from Category:Calculus
Geometry
- Sine and cosine
- Displaying GEONExT constructions
- Euler line, Euler line II
- Apollonian circle packing
- Trigonometric functions
- Approximation of the circle area
- Circle approximation
- All examples from Category:Geometry
Statistics
- Random points
- Data plot of live data via AJAX
- Analyze data with the Statistics software R
- Time series forecasting: double exponential smoothing
Curves
- Parametric curve plotter
- Polar curve plotter
- Hypotrochoid
- Limaçon of Pascal
- Watt's curve
- Archimedean spiral
- Lissajous curves
- All examples from Category:Curves
Fractals
- Sierpinski triangle
- Koch curve
- All examples from Category:Fractals, see also Turtle Graphics and L-systems
Turtle Graphics
- n-gones
- L-systems, or Lindenmayer Systems
- Epidemiology: The SIR model (Simulation of differential equations with turtle graphics)
- SIR model: swine flu
- Turtle spiral
- Random walks
- All examples from Category:Turtle Graphics
