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Definition 1.6 The mutual informationbetween a random variable X and Y is the KullbackLeibler distance between the joint distribution P ( X , Y ) and the product of the marginals P ( X )P ( Y ): (1.38) I ( X ; Y ) = D ( P ( X ,Y>IIP(X)P(Y)).

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While Peterson s method involves straightforward linear algebra, it is computationally complex in general. Starting with the matrix A in (6.11),it is examined to see if it is singular. This involves either attempting to solve the equations (e.g., by Gaussian elimination or equivalent), or computing the determinant to see if the solution can be found. If A is singular, then the last two rows and columns are dropped to form a new A matrix. Then the attempted solution must be recomputed starting over with the new A matrix. The Berlekamp-Massey algorithm takes a different approach. Starting with a small problem, it works up to increasingly longer problems until it obtains an overall solution. However, at each stage it is able to re-use information it has already learned. Whereas as the computational complexity of the Peterson method is 0 (u3), the computational complexity of the Berlekamp-Massey algorithm is O(u2). We have observed from the Newton s identity (6.10) that

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Command Horizontal Rule Invisible Tags Named Anchor Invisible Tags Script Invisible Tags Comment

n ( 1)m ( ) (x 2)n m. m m 0 Differentiating n times, we can express the product of occurring factors (2n 2m)(2n 2m 1) as a quotient of factorials and get (x 2 dn [(x 2 dx n

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Context Purpose Mark the enclosed text as a heading, ranging from most prominent (<h1>) to least prominent (<h6>) Continued

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The derivatives are easily expressed. For example, for a power-law ow path between subject zone i and connecting zone j: mi = - n C DPjni-1 = - n mi DPj ,i , Pi similarly: mi = n mi DPj ,i Pj (3.100b) (3.100a)

m(x) = 5

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If the coin were tossed an infinite number of times, we would expect that heads would be chosen infinitely often that tails would be chosen infinitely often. In and fact, this depends on the scheduling policy used to decide on which transition fair from the setof eligible transitions should be executed.If the policy is not then we could always choose the s S transition leading to ad s .We assume that the to h e scheduling policy for choice is fair defined in the following: as

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In order to increase deep-UV light emission due to exciton recombination and to suppress the deep-level emission simultaneously, we fabricated (001)-oriented homoepitaxial diamond p i n junction diodes by sandwiching the intrinsic layer, which has a low impurity concentration and low density of deep levels, between p- and n-type layers, and characterized their electrical and light-emitting properties [19, 38].

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