ans in 40 min 8 Regular Languages and Finite Automata (AMP)(a) (i) Given any non-deterministic finite automaton M, describe how to constructa regular expression r whose language of matching strings L(r) is equal tothe language L(M) accepted by M.(ii) Give a regular expression r with L(r)non-deterministic finite automaton.1aa(2)=L(M) when M is the following(b) State the Pumping Lemma and explain how it is used to prove that languagesare not regular.(c) Are the following languages regular? Justify your answer in each case.(i) L₁ = {akbmcn | (k = m or m = n) and k + m + n ≥ 2}(ii) L₂= {akbmen | (k = m or m = n) and k +m+n≤ 2}(iii) L3 = {akbmcn|k+m+n≥2}

(a) (i). The following approach can be used to create a regular expression r whose language of…

8 Regular Languages and Finite Automata (AMP) (a) (i) Given any non-deterministic finite automaton M, describe how to construct a regular expression r whose language of matching strings L(r) is equal to the language L(M) accepted by M. (ii) Give a regular expression r with L(r) = L(M) when M is the following non-deterministic finite automaton. 1 2 (b) State the Pumping Lemma and explain how it is used to prove that languages are not regular. (c) Are the following languages regular? Justify your answer in each case. (i) L₁= {akbmcn | (k = m or m = n) and k +m+n>2} (ii) L₂ = {akbmcn | (k = m or m = n) and k + m + n ≤ 2} (iii) L3 = {akbmcn | k+m+n>2}

8 Regular Languages and Finite Automata (AMP) (a) (i) Given any non-deterministic finite automaton M, describe how to construct a regular expression r whose language of matching strings L(r) is equal to the language L(M) accepted by M. (ii) Give a regular expression r with L(r) = L(M) when M is the following non-deterministic finite automaton. 1 2 (b) State the Pumping Lemma and explain how it is used to prove that languages are not regular. (c) Are the following languages regular? Justify your answer in each case. (i) L₁= {akbmcn | (k = m or m = n) and k +m+n>2} (ii) L₂ = {akbmcn | (k = m or m = n) and k + m + n ≤ 2} (iii) L3 = {akbmcn | k+m+n>2}

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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