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Question: Use Exercise to show that the language consisting of all bit strings that are palindromes (that is, strings that equal their own reversals) is not regular.
Exercise: Suppose that L is a subset of I ∗ and for some positive integer n there are n strings in I ∗ such that every two of these strings are distinguishable with respect to L. Prove that every deterministic finite-state automaton recognizing L has at least n states.
Construct a finite-state machine that determines whether the word computer has been read as the last eight characters in the input read so far.
A Mealy sequential circuit has one input (x) and one output (z).z can be 1when the fourth, eighth, twelfth, etc.inputs are present, and z = 1 if and only if the most recent input combined with the preceding three inputs was not a valid BCD encodin..
Write your proof in the format and style adopted in the class, with notes/comments to clarify the steps of the proof and the TM's used or created in the proof.
Design a syntactic analyzer for the language specified by the grammar
question 1 explain why t1s values above 0 versus c will not matter for comparing algorithms.question 2 give an example
Consider the nonatomic routing game shown in the left figure (i). What is the "equilibrium" of the game in (i) and the corresponding travel time of all traffic?
What role does a predicate function play in an attribute grammar and what role does a lookup function play in an attribute grammar?
Create the Mealy type state machine with input X and output Y. Y must be 1 whenever sequence 110 or 101 has been detected on X on last 3 consecutive rising clock edges.
The first part of this unit introduces the material to be studied later. In addition to getting an overview of the material in the first part of the course, you should be able to explain the difference between analog and digital systems and why dig..
Where could errors occur in Figure and for each error, what action would you take should the error occur
Express each of these sets using a regular expression. The set consisting of the strings 0, 11, and 010.
Construct a DFA that recognizes each of the following languages. Unless otherwise noted we are assuming that ω ∈ {0,1}*. (A drawing of a state diagram is sufficient.)
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