Purchase Solution

Automata and Computability

Not what you're looking for?

Ask Custom Question

Recall that we may consider circuits that output strings over {0,1} by designating several output gates. Let addn: {0,1}2n{0,1}n+1 take the sum of two n bit binary integers and produce the n + 1 bit result. Show that we can compute the addn function with 0(n) size circuits.

See attached file for full problem description.

Attachments
Purchase this Solution
Solution Summary

Automata and Computability are examined.

Solution Preview

Please see attached file.

Problem 44

Recall that we may consider circuits that output strings over {0,1} by designating several output gates. Let addn: {0,1}2n{0,1}n+1 take the sum of two n bit binary integers and produce the n + 1 bit ...

Purchase this Solution
Free BrainMass Quizzes
Basic Networking Questions

This quiz consists of some basic networking questions.

Basic Computer Terms

We use many basic terms like bit, pixel in our usual conversations about computers. Are we aware of what these mean? This little quiz is an attempt towards discovering that.

Javscript Basics

Quiz on basics of javascript programming language.

Excel Introductory Quiz

This quiz tests your knowledge of basics of MS-Excel.

C# variables and classes

This quiz contains questions about C# classes and variables.

View More Free Quizzes
Related BrainMass Solutions

  • Automata and Computability: Example Problem

    This solution discusses automata and computability.

  • Automata and Computability

    (lexicographic ordering of strings), until D() accepts, and then C(x) accepts. The expert examines automata and computability languages.

  • Automata and Computability

    113151 Automata and Computability Let A = (attached) R and S are regular expressions and L(R)  L(S) . Show that A is decidable. Please see the attached file.

  • Automata and Computability

    , C0, D all size ≤ 2n/3 T(n) ≤ T(2n/3) + 3 implies T(n) ≤ O(log n) 25 Relation to other classes Clearly NC P Automata and Computability are featured.

  • Show that the PCP is undecidable over a binary alphabet

    113162 Automata and Computability Show that the PCP is undecidable over a binary alphabet, that is, over the alphabet  = {0,1}. Please see the attached file. The solution provides detailed explanations and answer for the problem.

  • Show that the collection of Turing-recognizable languages is

    113147 Automata and Computability Show that the collection of Turing-recognizable languages is closed under the operations of a. union. b. concatenation. c. star. d. intersection Please see the attached file.

  • Automata and Computability

    113574 Automata and Computability Prove that, if A is a regular language, a family of family programs B1, B2, ... exists wherein each Bn accepts exactly the strings in A of length n and is bounded in size by a constant times n.

  • Automata and Computability

    So A NFA is NL-complete Automata and Computability are emphasized.

  • Automata and Computability

    The expert examines automata and computability for pumping length.

View More Related Solutions