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→Information rate: indent the equations |
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Line 18:
:<math>\frac{\!^{2}log(A)}{n}</math>.
When f.i. the first ''k'' bits of a codeword are independent
:<math>\frac{\!^{2}log(2^k)}{n}=\frac{k}{n}</math>.
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→Information rate: indent the equations |
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Line 18:
:<math>\frac{\!^{2}log(A)}{n}</math>.
When f.i. the first ''k'' bits of a codeword are independent
:<math>\frac{\!^{2}log(2^k)}{n}=\frac{k}{n}</math>.
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