8 fév 2011 · Show that the language L = {an n is a multiple of 3, but not a multiple of 5 } is regular theorem: if L1 and L2 regular, then L1 ∩ L2 regular
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8 fév 2011 · Show that the language L = {an n is a multiple of 3, but not a multiple of 5 } is regular theorem: if L1 and L2 regular, then L1 ∩ L2 regular
Exercises
and #1(x) is a multiple of three; tions, leading zeros permitted, of numbers that are not multiples of four (b) Show that if A and B are regular sets, then so is A II B (Hint: Homework 4 305 3 For each of the two automata a b a b -+ 1 1 4 -+ IF 3 5 2 3 1 If the automaton has n states, the transition function 6 can be
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written on an input file, which the automaton can read but not change The input file is show that the language is regular by constructing a dfa for it We can write Show that the language L = {a": n is a multiple of three, but not a multiple of 5)
[PDF] Homework 3 Solutions
(a) The language { w ∈ Σ∗ w ends with 00 } with three states 1 2 3 0, 1 0 1 2 5 3 4 6 0 ε 0, 1 0 1 0 0, 1 1 0 1 0 (d) The language {ε} with one state 1 (a) Show by giving an example that, if M is an NFA that recognizes language C, Note that M′ accepts the string 100 ∈ C = { w w does not end with 00 }, so
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Suppose that language A is recognized by an NFA N, and language B is the collection of strings not accepted by some DFA M Prove that A ◦ B is a regular
[PDF] CIT 425- AUTOMATA THEORY, COMPUTABILITY AND FORMAL
The three operations employed by a regular expression on languages are: is a systematic method for showing that a language is not regular Show that the language L = {an: n is a multiple of three, but not a multiple of 5} is regular 8
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multiple of 3 (5m )(Jun-Jul 5 11 Write Regular expression for the following L = { anbm: m, n are even} L = { an,bm: m>=2, n>=2} Show that following languages are not regular (10m)(June-July 2011) (Jun-Jul 12) L={a n b m that for every string w in where w >= n, we can break w into three strings w = xyz such that:
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Prove that the language {wp p is prime} is not regular (You may give a pumping length p and demonstrate that F satisfies the three conditions of the pumping
[PDF] CS4232 – Theory of Computation - NUS Computing
5 Combining Languages 49 of all binary strings whose length is a multiple of 6 The regular Assume by way of contradiction that some regular set does not satisfy P Now This completes the structural induction to show that all regular sets have either parameter n = 3: Given u0u1u2u3 ∈ L, there are three cases: 29
[PDF] CS 341 Homework 9 Languages That Are and Are Not Regular
In unary notation, only the symbol 1 is used; thus 5 would be represented as 11111 in unary notation (a) L = {w : w is the unary notation for a natural number that is a multiple of 7} Show that the language L = {anbm : n ≠ m} is not regular 5
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