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Titlebook: Mathematics for Chemists; D. M. Hirst Textbook 1976Latest edition D. M. Hirst 1976 differential equation.eigenvalue.Fourier series.Fourier

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Orthogonal Functions and Fourier Series,In chapter 5 we discussed vectors in three dimensions and expressed such vectors in terms of their components in the x,y and z directions; for example. and
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Matrices,In chapter 9 we defined a square . of numbers called a . and discussed the evaluation of the determinant which has a definite value. In this chapter we introduce a new algebraic concept, the .. This is also a rectangular array of numbers; for example
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Partial Differential Equations,In the previous chapter as an example of partial differential equation, we referred to the Schrödinger equation
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,Functions of Many Variables — Partial Differentiation, with the rate of change of y with respect to x. However, we saw in section 1.1.2 that in the physical world some property of the system of interest may depend on several variables. For example, the pressure P of a gas depends on the volume V, temperature T and the number of moles of gas n; that isP = f(T,V,n)
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Elementary Statistics and Error Analysis,atistical analysis of experimental data is a large subject and we can only give a brief outline of the more common techniques. For further details the reader should consult some of the references given in the bibliography.
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