3.Construct Push Down Automata (PDA) for the following languagesa) L= {0³*1*23» |n>=1}b) L= {a"b"c* | n>=1 , where m=k or n=m or n=k }

ANSWER: Push Down Automata: (A)

Construct Push Down Automata (PDA) for the following languages a) L= {0*l®2³= | n>=1} b) L= {a"b*c* |n>=1 , where m=k or n=m or n=k } 3.

Construct Push Down Automata (PDA) for the following languages a) L= {0l®2³= | n>=1} b) L= {a"bc* |n>=1 , where m=k or n=m or n=k } 3.

C++ for Engineers and Scientists

4th Edition

ISBN:9781133187844

Author:Bronson, Gary J.

Publisher:Bronson, Gary J.

Chapter12: Adding Functionality To Your Classes

Section12.5: Virtual Functions

Problem 5E

See similar textbooks

Related questions

Q: Formal Languages and Automata Theory Give context-free grammars that generate the following…

A: Context Free Grammar for a) S -> R1R1R1R R -> 0R|1R|ϵ Context Free Grammar for b) S ->…

Q: Construct Pushdown Automata (PDA) for the language {a2nbn‒2} for n=2,3,4,… defined over ∑={a,b}.

A: Step 1:- Given:- Language {a2nbn-2} for n=2,3,4

Q: Show that the following languages are regular languages: (a) L5 = {w E {a,b}* | w contains the…

A: Here, we have to show that given language is regular language or not. As we know that, if we can…

Q: 1- Draw an NPDA for the following languages h) L= {a^b2n, n20} U {ww}, w={a,b}*

A: A nondeterministic pushdown automaton is basically an nfa with a stack added to it.

Q: Hi, need help with automata, please Give the DFAs for the two languages {w| w has exactly two a’s}…

A: Actually, the answer has given below:

Q: 2. Give unambiguous CFGS that generate the following languages: a) {w] the number of Os and 1s in w…

A: CFG is a formal grammar used to generate all possible pattern of strings. CFG is defined by four…

Q: 1. Design Push down automata for the following language L over 3D{0,1} Try to take a lot of space…

A: 1) Alphabet Σ = {0,1}(i) language L = {0n 1m | n, m ≥ 1 and m > = n + 2}L = {0111, 001111,…

Q: If L1= (a+b)*a and L2 = (a+b)*aa(a+b)* Then Make the Finite Automata for a) L1∩L2 b) L1∪L2 c) L2`

A: Compliment of any language L is L' = Σ -L

Q: 7. Find dfa's for the following languages on E = {a,b}. (a) L = {w: |w| mod 3 = 0}. (b) L = {w: |w|…

Q: (a) { (ab)" (aba)?m | m > 0} (B) { w E {a,b}" | |wla = 2·|w|b}

A: PDA for (ab)m (aba)2m W{a,b}*

Q: Show why the following language cannot be a regular language: L = {x € {a,b, c}* | x = (a + b)ʻ(b+…

A: Given data is shown below:

Q: Give pushdown automata that recognize the following languages. Draw the state diagram and table.…

A: Answer : {aibj | i>j>0}

Q: Determine the languages recognized by the ff. finite-state automata Start So 2 0,1

A: The finite state automation is also known as the FSA which is the simple idealized machine which is…

Q: Give context-free grammars to generate the following languages: (a) L = {b"c™ :n m+ k} (c) L3 =…

A: Lets understand context free grammar: Context free grammar has following type of productions:…

Q: 4. Describe the language denoted by the following regular expressions and design finite automata…

A: Given: Here we need to design finite automata based on the language given in the above question: (a)…

Q: diagram of a pushdown automata that is equivalent to the following grammar: S + 1s1 |0|€

A: Pushdown automata of the given grammar

Q: Find regular expressions for the languages accepted by the following automata b a b

A: To find the regular expression we need to delete states one by one

Q: Build a non-deterministic finite automaton for each of the following languages: a) (a + ba) b) (a +…

Q: 2. Give context-free grammars that generate the following languages. a) L= {wIw contains at least…

A: Assume that the alphabet ∑ is over {0,1}. The context free grammar that generate the language, {w|…

Q: (IV) Given the automaton below for a language L a (1 b a,b 2

Q: Consider the languages LLy and L as given below L(01 pa cN (0Tp4e N and p q and L-10TO p4Nand p q

A: The answer for the languages L1,L2 and L3 are

Q: Draw the transition diagrams for push-down automata for the following languages. Give direct…

A: The transition diagrams for push down automata for the following languages. Give direct…

Q: 2- Write CFG for the following languages a) L= {anb²n, n>0} b) L= {a²nbn, n>0} c) L= {ww}, w={a,b}*…

A: 2. a) The given language is : L = { a n b 2n , n >= 0 } So, in this language, the number of a's…

Q: Finite Automata A. {w| w begins with an "a" and ends with a "b"} B. {w| w contains at least three…

A: Step 1 The answer is given in the below step

Q: For the following regular language pairs; find Regular expressions and Finite Automata that define…

A: Step 1 For the following regular language pairs; find Regular expressions and Finite Automata that…

Q: nondeterministic Finite State Automata for each of the following languages: L

A: Non-deterministic Finite State Automata for of the given languages

Q: {a'b'c* : 2i = k or i = j+ 1}

A: A push down automata is similar to deterministic finite automata except that it has a few more…

Q: 2) Construct the Push Down Automata for the following Language: L = a"+2b" Where n21

A: The push down automata for the above language is as follows:-

Q: (3) Write the grammars for the following languages. L = {a"b"c' |n2 1,i > 0} L, = {a'b"c" |n > 1, i…

A: 3.

Q: Construct deterministic finite automata for the following languages. {w ∈ {0, 1}∗: the length of w…

Q: (a) {a'b'ck : 2i = \j – k|} (b) {w E {a,b}* : na(w) = 2n,(w)}

A: Push Down Automata: It is exist for the context free language. It is purely depend on the stack…

Q: Construct pushdown automata for the following language: PAL=(w € (0, 1)*| mir(w)=w)

Q: Construct pushdown automata for the following language: PAL={w Є {0, 1}*| mir(w)=w}

A: Given Language : PAL={w Є {0, 1}*| mir(w)=w}

Q: Construct a finite automata (FA) for a language that accepts all words that contain only one of the…

A: A finite automata (FA) for a language that accepts all words that contain only one of the…

Q: 1- Draw an NPDA for the following languages c) L= {ww*}, w={a,b}* d) L= {a^b2n, n20} U {ww*},…

A: Given Languages: (d)L={anbn,n>=0}U{WWR},w={a,b}*

Q: Construct deterministic finite automata for the following languages. (a) {w ∈ {0, 1}∗: w contains…

A: DFA is also known as deterministic finite automata.

Q: Answer True or False for the following questions a) Deterministic Finite Automata (DFA) can be used…

A: The above question is solved in step 2:-

Q: .1.) Il. Give a deterministic pushdown automata (DPDA) that recognizes the language L = {x"y?n | n >…

A: Deterministic pushdown automaton: a deterministic pushdown automaton (DPDA or DPA) is a variation of…

Q: Determine the languages recognized by the ff. finite-state automata Start So 0 $1 0 0, 1

Q: n equivalent nondeterministic pushdown automata Detailed answer please. Thank you!

A: NON deterministic Pushdown automata:- It is a 6-tuple (Q, Σ, Γ, δ, q0, F) where Q, Σ, Γ, q0, F area…

Q: Complete parts a) and b). ?. X y a) :) Convert the following NFA into a DFA: {p} {p.q} {t} {r,s} r…

A: here we have given solution to for converting NFA to DFA and language accepted by final state.

Q: the language L = { x ∈ [a,b]* | x starts with b, does not contain the substring aa and ends with an…

A: The finite automata of the given language

Q: (a) Construct deterministic finite automata accepting the following languages: (i) {w e {0,1}*|w is…

Q: 5. . (CILO5: Applications of automata) Given the following context-free grammar. → (S) | S+S ] S-S |…

A: S ⇒ S ∗ ⇒ (S) ∗ ⇒ (S ∪ S) ∗ ⇒ (0 ∪ S) ∗ ⇒ (0 ∪ SS) ∗ ⇒ (0 ∪ S ∗S) ∗ ⇒ (0 ∪ (S) ∗S) ∗ ⇒ (0 ∪ (SS) ∗S)…

Q: Write a regular expression that describes the languages of this automata: DFA that accepts words…

A: DFA that accepts words from the alphabet {0,1} where the last character is not repeated anywhere…

Q: (a) Construct deterministic finite automata accepting the following languages: (i) {w e {0, 1}"| w…

Q: (a) Construct deterministic finite automata accepting the following languages: (i) {w e {0,1}"| w is…

Q: Draw the transition diagrams for push-down automata for the following languages. Give direct…

A: Solution : (a) The PDA has a nondeterministic branch at q1. If the string is aibjck with i = j +…

Q: Theorybof Automata Construct a TM for following languages over the alphabet = {0,1). L = {the set of…

A: TM start with 0 and more than 1

Q: If L1= (a+b)b(a+b)* and L2 = (a+b)*b Then Make the Finite Automata for a) L1∩L2 b) L1∪L2

A: Need to find the below mentioned Finite Automata for L1= (a+b)b(a+b)* and L2 = (a+b)*b : a) L1∩L2…

Concept explainers

Bare bones programming language

Bare bones programming language is a low-level programming language that gives a detailed stepwise description of a program. It has a tight program design and in-depth understanding of the toolchain. It is based on the target environment and is used for safe coding practices. C programming language is a type of bare bones programming language.

Question

3.
Construct Push Down Automata (PDA) for the following languages
a) L= {0³*1*23» |n>=1}
b) L= {a"b"c* | n>=1 , where m=k or n=m or n=k }

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

Step 2

Step 3

Step 4

Step by step

Solved in 4 steps with 4 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, computer-science and related others by exploring similar questions and additional content below.

Similar questions

Build a DPDA that accepts the language L ={(ab)" (aab)b²n |n≥0
Construct automata for the following regular expressions: a(bb)*b* 2. a*aab*bb
Create a PDA that accepts the language L = {w ∈ {a.b}* : na(v) ≥ nb(v), where v is any prefix of w}
L3 is the language L3={a"bc")*d* | n21, k21} over the alphabet E={a,b,c,d}. a) Build a one-stack Push Down Automata (PDA) to accept the language L3. Please explain your design shortly and draw the PDA. b) Build a multi-stack Push Down Automata (PDA) (for example with two stacks) to accept L3. Please explain your design shortly and draw the PDA. 1
Consider the following recursive definition to define a language L over the alphabet S={0,1}: Base Step: 1∈L Recursion Step: For each w in L, 0w0 is in L. Each string in L can be derived from the base step together with a finite number of applications of the recursion step. a) List two string in L. b) List two strings not in L. c) Write set notation to describe L.
Finite Automata Question: Mention atleast 6 strings of each regular expression that is listed below: let A={a,b,c,d} B={blue,green,red} C={@,#,%,&} D={0,1,2} 1) (A*C* | C*)* 2) B.A.C* | (A+B+C+D) 3) (B* | AC)(DA | B*)
2.12. For each of the following languages, draw an FA accepting it. la. b)*{a) b. (bb, ba)* c. (a, b}* {b, aa}{a, b)* d. (bbb, baa}* (a} e. (a} U (b}{a}* U (a)(b)* (a) f la, b)*(ab, bba) g. (b, bba)* (a) h. (aba, aa)* {ba}*
5. Prove that the following language is not regular: L8 = {a"bmamb" | n 2 0, m > 1}.
2) Construct an NPDA on 2= {a,b,c} for each of the following languages: a) L = {a"bm|0 < m < n} b) L = {w:n,(w) + n, (w) = n_(w)}
13. Show that the language L = {a" : n > 0, n # 4} is regular.
1) Build a PDA to accept each of the following languages L: a) BalDelim = {w where w is a string of delimiters: (, ), [, ], {, }, that are properly balanced}. b) {ab2i3j + 1}. c) {w = {a, b}* : #a(w) = 2•#b(w)}. d) {a"b" m≤n≤2m}. e) {w = {a, b}* w = w²}. f) {abci,j, k ≥ 0 and (i #j orj #k)}. g) {we {a, b}* : every prefix of w has at least as many a's as b's}. h) {aba" n, m ≥ 0 and m is even}.
Accepted Strings bb abba baaaab Rejected Strings bbbaabb λ a Provide the formal definition of the language of the Pushdown Automata (in set notation) Format: L = {ω ∈ {a,b}* | ω = ________ }