II. Pushdown Automata. Draw a PDA that recognizes the followinglanguages. All machines should be deterministic (each transition from eachstate has a unique transition symbol), non-deterministic machines will not beconsidered:d. L = { w & akb'gc | k> 0, f is 2 times the value of k, and c = k + f}e. L = {w & a b'gc | k> 0, f = k + c, and c >= k}f. L = {w & amb cºgº | m is >= c, and c>= d, and d > o, ando >0}.General Instructions: No initial state,missing transitions, or transition symbolsfor a machine means that the machine willbe marked as incorrect.PLEASE PUT EXPLANATIONSI WILL UPVOTE

Answer: We have drawn the PDA and we have explanation each point related to the PDA

II. Pushdown Automata. Draw a PDA that recognizes the following languages. All machines should be deterministic (each transition from each state has a unique transition symbol), non-deterministic machines will not be considered: d. L = {w & akb'gc | k > 0, f is 2 times the value of k, and c =k+f}

II. Pushdown Automata. Draw a PDA that recognizes the following languages. All machines should be deterministic (each transition from each state has a unique transition symbol), non-deterministic machines will not be considered: d. L = {w & akb'gc | k > 0, f is 2 times the value of k, and c =k+f}

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Similar questions

(a) Construct deterministic finite automata accepting the following languages: (i) {w e {0, 1}*| w is not in the regular language defined by 0*1*}; (ii) {w e {0, 1}*| w has an even number of O's or an odd number of l's} (pay attention to or in this definition); (iii) {w e {0,1}*|wends with a subword 01, i.e., w = x01 for some word r }.
II. Pushdown Automata. Draw a PDA that recognizes the following languages. All machines should be deterministic (each transition from each state has a unique transition symbol), non-deterministic machines will not be considered: a. L = {w & 01m | n is 3 times the value of m, and m >0} b. L = {w & a³nºm' | s is >= n, and n is >= r, and r >0} c. L = {w & animk | k is >= j, and j is >= i, and i >0} General Instructions: No initial state, missing transitions, or transition symbols for a machine means that the machine will be marked as incorrect.
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(a) Construct deterministic finite automata accepting the following languages: {w e {0, 1}"| w is not in the regular language defined by 0"1"}; (ii) {w e (0, 1}"| w has an even number of O's or an odd number of l's) (pay attention to or in this definition); (ii ( E {0, 1}"| w ends with a subword 01, i.e., w = 101 for some word r}. (i)
II. Pushdown Automata. Draw a PDA that recognizes the following languages. All machines should be deterministic (each transition from each state has a unique transition symbol), non-deterministic machines will not be considered: b. L = {w & a³n^m' | s is >= n, and n is >= r, and r>0} General Instructions: No initial state, missing transitions, or transition symbols for a machine means that the machine will be marked as incorrect. PLEASE PUT EXPLANATIONS I WILL UPVOTE
(a) Construct deterministic finite automata accepting the following languages: {w e {0, 1}"| w is not in the regular language defined by 0"1"}; (ii) {w e (0, 1}"| w has an even number of O's or an odd number of l's) (pay attention to or in this definition); (ii (w E (0, 1}"|w ends with a subword 01, i.e., w = 101 for some word z}. (i)
2. [15 points] Draw a state diagram of a Turing machine accepting the language L = {x#ry | x € {0,1}* and y E {0,1,#}*}, i.e., L consists of all strings which have a prefix of the form x#x with x E {0, 1}*. Assume the tape alphabet is I = {0, 1, #, &, -}.
I need the answer as soon as possible
II. Pushdown Automata. Draw a PDA that recognizes the following languages. All machines should be deterministic (each transition from each state has a unique transition symbol), non-deterministic machines will not be considered: e. L = {w & akb'gc | k > 0, f = k + c, and c >= k}
2. Give a deterministic pushdown automata (DPDA) that recognizes the language L = {x*y°w* zl | 0