By Ian Parberry

ISBN-10: 0262161486

ISBN-13: 9780262161480

Neural networks frequently paintings properly on small difficulties yet can run into hassle after they are scaled as much as difficulties regarding quite a lot of enter info. Circuit Complexity and Neural Networks addresses the $64000 query of the way good neural networks scale - that's, how briskly the computation time and variety of neurons develop because the challenge measurement raises. It surveys contemporary learn in circuit complexity (a strong department of theoretical laptop technological know-how) and applies this paintings to a theoretical figuring out of the matter of scalability.Most examine in neural networks makes a speciality of studying, but it is very important comprehend the actual barriers of the community ahead of the assets had to resolve a definite challenge should be calculated. one of many goals of this ebook is to check the complexity of neural networks and the complexity of traditional pcs, taking a look at the computational skill and assets (neurons and time) which are an important a part of the principles of neural community learning.Circuit Complexity and Neural Networks features a major quantity of history fabric on traditional complexity concept that would let neural community scientists to benefit approximately how complexity idea applies to their self-discipline, and make allowance complexity theorists to determine how their self-discipline applies to neural networks.

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**Additional resources for Circuit Complexity and Neural Networks**

**Sample text**

If x, y E B, then one can define Boolean disjunction, conjunction , and ex c l u si ve-o r by x V y ;::: x + y - xy, x 1\ Y = x y, x EB y = x + y - 2xy, respectively, where "+" and "-" denote in teger addition and subtraction respectively, an d concatenation denotes integer multiplication. Let "\I" den ote the bi tw ise OR op e rat ion . That is, if x, y, z E N, then z = x \I y is defined as follows. Suppose the binary representation of x is Xl x2 . . Xn, the binary representation of y is Yl Y2 ...

1. An instruction is either a com putation instruction, or an instruction of the form GOTD i j, where i is an immediate value and j is an address, or a HALT instruction . Their effects will be described later. A computation of a RAM on an input Xl, , Xn E I3n is defined as follows. T ime is divided into discrete intervals. Time 0 denotes the period immediately before the computation begins . At this time, the contents of word 0 is set to n, and the contents of word i is set to Xi for 1 � i � n, and zero for i > n.

There are two possible interpretations. The first is that 52 is done if B1 is false , regardless o f the value o f B2, and the second is that 52 is done only i f B 1 is true and B2 is false. The standard solution is to attach the else to the closest unattached if, that is, the latter interpretation. If the former is meant, either some form of parenthesization or indentation is used, for example, if B1 then begin if B2 then 51 end else 52 or if B1 then if B2 then 51 else 52. The third way of combining statements iterates a statement while a Boolean expression is true.

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