Category: Applets
-
Vector projections
This applet aims to demonstrate visually the projection of a vector u onto a vector v. -
Central Limit Theorem and Law of Large Numbers
This applet illustrates how the distribution of the sample mean converges towards normality as sample size increases.melbapplets.ms.unimelb.edu.au/2021/07/08/central-limit-theorem-and-law-of-large-numbers
-
Population genetics by FHW model
This applet calculates the zygote and adult allele and genotype frequencies according to the Fisher-Haldane-Wright model of population genetics, and plots the results.melbapplets.ms.unimelb.edu.au/2021/07/08/population-genetics-by-fhw-model
-
Iterating a difference equation
This applet iterates a difference equation (also known as recurrence relation) and displays the resulting sequence both graphically and numerically.melbapplets.ms.unimelb.edu.au/2021/07/08/iterating-a-difference-equation
-
Cobwebbing a difference equation
This worksheet performs iteration and produces cobweb diagrams for a first-order difference equation (AKA recurrence relation, discrete dynamical system).melbapplets.ms.unimelb.edu.au/2021/07/08/cobwebbing-a-difference-equation
-
Cobwebbing, linear approximation and stability
This applet shows a linear approximation to a non-linear difference equation close to an equilibrium, using cobwebbing. It can be used to investigate the accuracy of a linear approximation, or to motivate the linear stability criterion for equilibria of a first-order difference equation.melbapplets.ms.unimelb.edu.au/2021/07/08/cobwebbing-linear-approximation-and-stability
-
Guess the correlation
Guess the correlation of a sample of bivariate data drawn from a linear or non-linear population.melbapplets.ms.unimelb.edu.au/2021/07/08/guess-the-correlation
-
Sampling from a bivariate population
Repeatedly sample from a bivariate population, and construct a histogram of sample regression line slope.melbapplets.ms.unimelb.edu.au/2021/07/08/sampling-from-a-bivariate-population
-
Solution of the wave equation
This applet illustrates a solution of the wave equation, from the MAST20029 Engineering Mathematics lecture notes. -
Exploring an ODE with Euler method
This applet displays the direction field and solutions for an ordinary differential equation (ODE), and calculates approximate solutions using Euler’s method.melbapplets.ms.unimelb.edu.au/2021/07/08/exploring-an-ode-with-euler-method
Number of posts found: 54