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This publication reports the proceedings of a one-day seminar on
The AppZicatian af Mathematics in Industry held at the Australian
National University on Wednesday, December 3, 1980. It was
organized jointly by the Division of Mathematics and Statistics,
CSIRO, and the Departments of Pure and Applied Mathematics, The
Faculty of Science, Australian National University. A paper based
on the talk "Some uses of statistically designed experiments in
industrial problems" given by N.B. Carter at the Seminar was not
received by the editors. Though R.M. Lewis of John Lysaght
(Australia) Limited did not present a talk, the editors invited him
to submit a paper. They only learnt about his work after the
program for the seminar had been finalized and publicized. His
paper appears as the last paper in these proceedings and is
entitled "A simple model for coil interior temperature prediction
during batch annealing." The seminar was opened by Dr J.R. Philip,
FAA, FRS, Director of the Physical Sciences Institute, CSIRO. He
kindly agreed to supply an edited version of his comments for
inclusion in the proceedings. They follow the Foreword as Opening
Remarks.
This publication reports the proceedings of a one-day seminar on
The Application and Numerical Solution of Integral Equations held
at the Australian National University on Wednesday, November 29,
1978. It was organized by the Computing Research Group, Australian
National University and the Division of Mathematics and Statistics,
CSIRO. Due to unforeseen circumstances, Dr M.L. Dow was unable to
participate. At short notice, Professor D. Elliott reviewed Cauchy
singular integral equations, but a paper on same is not included in
these proceedings. The interested reader is referred to the recent
translation of V.V. Ivanov, The Theory of Approximate Methods and
their Application to the Numerical Solution of Singular Integral
Equations, Noordhoff International Publishers, Leyden, 1976. An
attempt was made to structure the program to the extent that the
emphasis was on the numerical solution of integral equations for
which known applications exist along with explanations of how and
why integral equation formalisms arise. In addition, the programme
reflected the broad classification of most integral equations as
either singular or non singular, as either Fredholm or Volterra and
as either first or second kind."
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