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IMPORTANT EXTREMA OF TIME SERIES: THEORY AND APPLICATIONS

IMPORTANT EXTREMA OF TIME SERIES: THEORY AND APPLICATIONS. Introduction. Time series Definition: Sequence of values measured at equal intervals Examples: stock prices, weather data, electrocardiograms, etc. Compression using Important extrema Importance levels Indexing based importance

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Computational Geometry

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Heaps in Scheme

Heaps in Scheme. Heaps in Scheme. Normally, procedure calls are saved on a stack. Heaps in Scheme. Normally, procedure calls are saved on a stack. f (n) { int x = 1; g(x);. f:x=1. Heaps in Scheme. Normally, procedure calls are saved on a stack. g(n) { int x = 2; h(x);.

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WARNING

WARNING. These slides are not optimized for printing or exam preparation. These are for lecture delivery only. These slides are made for PowerPoint 2010. They may not show up well on other PowerPoint versions . You can download PowerPoint 2010 viewer from here .

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Why is this such a good 6 mark question?

Describe the tensions that can arise from different migration policies (6). Includes detail & specific examples. Why is this such a good 6 mark question?. The answer has excellent structure. There are three clear paragraphs and each paragraph sticks to the same point.

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