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1. Devise a local search heuristic for the service network design problem in which an individual move is to remove an existing arc or to add a new arc to the current solution.
2. Show that the deterministic VAP with multiple vehicle types can be modelled as an LMMCF problem on a time-expanded directed graph.
Write an unambiguous grammar for the given languages- You have to prepare unambiguous grammar for the above languages. Please help! I am stuck on this question
Express the following set as a regular expression: The set of all strings of length at least three over {0,1} such that every three consecutive.
1. discuss your assumptions and beliefs as a leader. discuss how these have changed or evolved while studying business
Let L = {(M): M has an even number of states}. Is L decidable? Give a brief explanation for your answer. Let L = {(M): L(M) has an even number of elements}. Is L decidable? Give a brief explanation for your answer
Discuss the parallel performance of the LU factorization routine and the triangular solver routines. Comment on the observed performance and the possible reasons for the observations.
Show that all binary strings generated by the following grammar have values divisible by 3.- Does the grammar generate all binary strings with values divisible by 3?
left recursive EBNF grammar into an equivalent non-left recursive grammer
Discuss the process you used in making the decision. What ethical theory best reflects the foundation you used to make the decision.
Give English descriptions of the languages represented by the subsequent regular expressions. Example: "languages of binary strings containing 0 in even positions. . ."
Create and DFA or LR(0) items for this grammar. Is this grammar LR(0) parsing table? If not, explain LR(0) conflict. If so create LR(0) parsing table.
Show that if the costs associated to the arcs of a complete directed graph G satisfy the triangle inequality property, then there exists in G' an ATSP optimal solution which is a Hamiltonian tour.
Prove that the subsequent languages are not regular using the pumping lemma. Use 'N' as the pumping lemma constant, to differentiate from the lowercase n used in parts a and b.
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