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Title
Series Number
Date
Description
Linear programming case study
14 May 1972
In this programme an example from the oil industry is used to illustrate the formulation of linear...
Approximations
28 May 1972
This programme uses Euclidean space theory to find the polynominal of given degree which best...
Rotating frames 2 : applications
05 August 1972
Convergence
04 June 1972
This programme defines convergence of infinite sequences and series of vectors in a Euclidean...
Numerical solutions of differential equations
13 June 1972
This programme deals with three numerical methods of solving a first order differential equation,...
Fourier series
18 June 1972
The object of this programme is to introduce the theory of trigonometric approximations of...
Oscillations along a heavy spring
25 June 1972
In this programme longitudinal oscillations of a heavy spring fixed at both ends are studied by...
The dimension theorem
23 January 1972
This programme begins by explaining and illustrating linear transformations, it then goes on to...
The rate of change
26 March 1972
This programme attempts to define precisely what is meant by velocity at an instant in time
Boundary value problems
16 July 1972
This programme sets out to generalise one of the methods available for solving the one dimensional...
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