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Link Either by signing into your account or linking your membership details before your order is placed. Description Table of Contents Product Details Click on the cover image above to read some pages of this book! A note on interpolation Constants Table of Contents provided by Publisher.
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NEW CAMBRIDGE STATISTICAL TABLES (2nd edn).
Views Total views. Actions Shares. Embeds 0 No embeds. No notes for slide. All information is provided for information purposes only. Every effort is made to ensure that all information given in this publication is accurate, but no responsibility or liability can be accepted by FTSE for any errors or omissions or for any loss arising from use of this publication. Redistribution of the data comprising the FTSE indices is not permitted.
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ISBN 0 57 5 4. The contents have been updated to reflect more fully the evolving syllabus requirements of the profession, and also in the case of the Tables to reflect more contemporary experience and methods. Correspondingly, there has been some modest removal of material which has either become redundant with syllabus changes or obviated by the availability of pocket calculators.
As in the predecessor book, it is important to note that these tables have been produced for the sole use of examination candidates.
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The profession does not express any opinion whatsoever as to the circumstances in which any of the tables may be suitable for other uses. Derivations of these formulae may still be required under the relevant syllabuses. In these tables, log denotes logarithms to base e. Where formulae have been omitted below, this indicates that a there is no simple formula or b the function does not have a finite value or c the function equals zero. The distribution function for the chi-square distribution is tabulated in the statistical tables section. For larger values of 1n and 2n the normal approximation can be used.
Pseudorandom values from the 0,1 U distribution and the 0,1 N distribution are included in the statistical tables section. Let s t be the spot rate for the period 0, t. Let f t be the instantaneous forward rate at time 0 for time t. In this section, q denotes the continuously-payable dividend rate.
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Full details are given in English Life Tables No. Note that no 0m values have been included because of the difficulty of calculating reasonable estimates from observed data.