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Recent activity by sanju77767
2
answers
1
Theory of computation
630
views
commented
Sep 19, 2018
Theory of Computation
theory-of-computation
finite-automata
+
–
1
answer
2
Theory of computation dfa construction
$\Large L = \left \{ a^{m^n} | n \geq 1, m > n \right \}$ What is the Minimum no.of states in a DFA which accept this language
$\Large L = \left \{ a^{m^n} | n \geq 1, m n \right \}$What is the Minimum no.of states in a DFA which accept this language
447
views
answered
Sep 19, 2018
Theory of Computation
number-of-dfa
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–
1
answer
3
Pushdown automata
L={ai bj | i ≠ 2j+1} please give PDA for this language
L={ai bj | i ≠ 2j+1}please give PDA for this language
421
views
commented
Sep 16, 2018
Theory of Computation
pushdown-automata
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–
0
answers
4
Self programming doubt
497
views
commented
Sep 3, 2018
0
answers
5
Compiler design
Does operator precendence parser also follows Reverse of Right most derivation If yes I Have constructed this plzz help me it is not following Reverse of right most derivation
Does operator precendence parser also follows Reverse of Right most derivation If yes I Have constructed this plzz help me it is not following Reverse of right most deri...
127
views
asked
Jul 13, 2018
0
answers
6
Combinatrics
In Circular permutation generally we are taking (N-1)! we are fixing a reference at any point of the circle (we can't change the reference after fixing it) But (N-1)! is for N distinct objects but if there is some repetition in the word we are ... word t as a reference then ans is going to be 11! plzz clarify my doubt and after fixing the reference can we change the reference
In Circular permutation generally we are taking (N-1)! we are fixing a reference at any point of the circle (we can't change the reference after fixing it)But (N-1)! is f...
289
views
asked
May 20, 2018
1
answer
7
PDA for a language
$a^i b^j / i$ should not be equal to $2j+1$ give PDA for this language
$a^i b^j / i$ should not be equal to $2j+1$give PDA for this language
1.1k
views
asked
May 17, 2018
Theory of Computation
theory-of-computation
pushdown-automata
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–
0
answers
8
TOC Language is CFL or not
xx^r /x=[0,1]* , |x|=l Here we have restriction that on length of x should be exactly l If only the language is given How can we say that l is finite or infinite In one of the videos they have taken subsets of l also 2^l , how can this language be Regular and CFL plzz explain each point properly
xx^r /x=[0,1]* , |x|=lHere we have restriction that on length of x should be exactly l If only the language is given How can we say that l is finite or infinite In one of...
236
views
asked
May 17, 2018
0
answers
9
regular language and CFL
$L=\left \{ a^{n}b^{n}c^{n}d^{n} | n<10^{10} \right \}$ I know this language is regular language so it is DCFL AND CFL also but how can we implenment this language with DCFL with stack because till we reach c there ... language can be implemented using FA We can have these many states to compare how we will compare in stack explain the logic of this language with DCFL
$L=\left \{ a^{n}b^{n}c^{n}d^{n} | n<10^{10} \right \}$I know this language is regular language so it is DCFL AND CFL alsobut how can we implenment this language with DCF...
438
views
asked
May 17, 2018
Theory of Computation
theory-of-computation
dcfl
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–
1
answer
10
Functionally Completeness
f(A,B,C)=A'+BC' is this functionally Complete For AND PLZZ give solution
f(A,B,C)=A'+BC'is this functionally Complete For AND PLZZ give solution
551
views
commented
May 15, 2018
1
answer
11
TOC language is CFL or not
L={a^n,b^n,c^m / n>m} we have to compare n and m everywhere I know till we reach b there will be nothing in the stack BUT generally we can make this language if possible suppose when we are putting one a into the stack suppose we put Two ... I'm asking this question because in one of the video for the question we were taking two a's on behalf of one .......
L={a^n,b^n,c^m / n>m}we have to compare n and m everywhere I know till we reach b there will be nothing in the stack BUT generally we can make this language if possible s...
389
views
asked
May 7, 2018
0
answers
12
TOC PDA machine
Is my PDA correct or not plzz rectify me If I have made a mistake
Is my PDA correct or not plzz rectify me If I have made a mistake
153
views
asked
May 7, 2018
0
answers
13
TOC push down automata
Can we put simultanously Two symbols in stack in one of the video on youtube it is showing that we can put two a's on to the stack I'm not finding it correct plzz calrify my doubt it on place of one a we are putting two a's one extra a is ... because any how 1 b is poping out 1 a then no.of b's will be fine but what about one extra which has been take out
Can we put simultanously Two symbols in stack in one of the video on youtube it is showing that we can put two a's on to the stack I'm not finding it correct plzz calrify...
265
views
asked
May 5, 2018
1
answer
14
TOC Push down automata
Can we put simultanously Two symbols in stack in one of the video on youtube it is showing that we can put two a's on to the stack I'm not finding it correct plzz calrify my doubt it on place of one a we are putting two a's one extra a is ... because any how 1 b is poping out 1 a then no.of b's will be fine but what about one extra which has been take out
Can we put simultanously Two symbols in stack in one of the video on youtube it is showing that we can put two a's on to the stack I'm not finding it correct plzz calrify...
487
views
asked
May 4, 2018
0
answers
15
TOC questions
L={a^n \ n>=0} M={b^n \ n>=0} L.M is a regular language and the DFA for this is going to be ending with b and epsilon and it will have two states Am I correct or not
L={a^n \ n>=0} M={b^n \ n>=0}L.M is a regular language and the DFA for this is going to be ending with b and epsilon and it will have two states Am I correct or not
460
views
commented
May 3, 2018
2
answers
16
TOC question on Regular expresstion
Find length of string of minimum length on {0,1}* not in the language corressponding to the given RE 0^*(01^*)^* options are 1 2 3 None of these Is it asking to find the minimum length string and then length of it if yes then minimum length can be ... ans is 1 plzz rectify me if I have not understand the question properly second RE 1^*(0+10)^* options are 2 3 4 5
Find length of string of minimum length on {0,1}* not in the language corressponding to the given RE 0^*(01^*)^* options are 123None of theseIs it asking to find the mini...
1.4k
views
asked
May 1, 2018
Theory of Computation
regular-expression
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–
2
answers
17
TOC regular language
L={a^n b^n :n>=1} and R = (a+b)^* L union R is going to be regular or not regular plzz give reason L is not regular if N leads to infinity then how it can be regular ..........
L={a^n b^n :n>=1} and R = (a+b)^* L union R is going to be regular or not regular plzz give reason L is not regular if N leads to infinity then how it can be regular .......
402
views
asked
May 1, 2018
Theory of Computation
regular-language
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–
0
answers
18
kleene method TOC
plzz help to understand this kleene method plzzzz explain properly
plzz help to understand this kleene method plzzzz explain properly
241
views
asked
Apr 30, 2018
1
answer
19
Moore machine example
plzz expain this machine how it is working machine is Addition of two binary numbers
plzz expain this machine how it is working machine is Addition of two binary numbers
3.3k
views
asked
Apr 30, 2018
1
answer
20
Theory of computetion
Suppose we have a FA N(a)mod3=0 In this FA the initial state and final state is same If we will reverse this FA the state will be remain same or not that initial state and final state is going to be the same or not and after reversing the string the strings are not getting reverse it will accept only $L=\{\epsilon,b,bb,bbbb,bbb,bbbbbb.............\}$ plzz rectify my doubt
Suppose we have a FA N(a)mod3=0 In this FA the initial state and final state is sameIf we will reverse this FA the state will be remain same or not that initial state a...
275
views
asked
Apr 29, 2018
Theory of Computation
theory-of-computation
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–
1
answer
21
TOC substring
sequence of symbols from any part of the given string over an alphabet is called a substring for abb 0length is epsilon 1 length is a,b 2 length is ab,bb 3 length is abb how bb can be a substring because we have skipped a if the above case is true then ... not b here can be a prefix over here above in two length string we are skipping a and taking bb as a two length substring )
sequence of symbols from any part of the given string over an alphabet is called a substring for abb 0length is epsilon 1 length is a,b 2 length is ab,bb3 length is abbho...
4.2k
views
asked
Apr 23, 2018
1
answer
22
Number of States in FA
Can number of states in minimized DFA be less than number of states than minimal NFA from which it is converted?
Can number of states in minimized DFA be less than number of states than minimal NFA from which it is converted?
2.7k
views
commented
Apr 21, 2018
Theory of Computation
theory-of-computation
minimal-state-automata
finite-automata
number-of-states
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–
1
answer
23
toc#language
let L =aba . prefix and suffix operation over the language L is used to perform the following X= ((prefix(L)$\cap$suffix(L)) / L .quotient operation(/) is also used in this then how many string are exist in X.
let L =aba . prefix and suffix operation over the language L is used to perform the followingX= ((prefix(L)$\cap$suffix(L)) / L .quotient operation(/) is also used in thi...
1.1k
views
commented
Apr 9, 2018
1
answer
24
Number of Final states in minimal FA(NFA)
What will be total number of final states in NFA for the given regular expression? $R=(a+b)^{*}b(a+b+\epsilon )$
What will be total number of final states in NFA for the given regular expression?$R=(a+b)^{*}b(a+b+\epsilon )$
1.3k
views
commented
Apr 9, 2018
Theory of Computation
theory-of-computation
minimal-state-automata
finite-automata
number-of-states
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–
2
answers
25
Number of states in a minimal DFA construction
Suppose L is a regular language of all a's and b's where the number of a's is divisible by m and the number of b's is divisible by n. If M is the minimal DFA accepting language L, then what is the number of states in M ? Is it nm or (n+1)(m+1) ?
Suppose L is a regular language of all a's and b's where the number of a's is divisible by m and the number of b's is divisible by n. If M is the minimal DFA accepting la...
1.7k
views
commented
Apr 9, 2018
Theory of Computation
theory-of-computation
minimal-state-automata
finite-automata
number-of-states
+
–
2
answers
26
TOC regular grammar question
29791305_10156267704977640_8232384361710835589_n.jpg960x579 25.7 KB plzzz check this A and D are already eliminated Option B and C are equivalent or not… Any string which I’m taking is getting accepted in both B and C If they are not equal plzz give the reason
29791305_10156267704977640_8232384361710835589_n.jpg960x579 25.7 KBplzzz check this A and D are already eliminatedOption B and C are equivalent or not…Any string which ...
1.9k
views
comment edited
Apr 3, 2018
0
answers
27
TOC regular grammer
grammer for set of all even and odd length palindromes is S=aSa/bSb/a/b/epsilon from my intution I have made a grammer S=abS/baS/aaS/bbS/aA/bA/epsilon A=a/b/epsilon does my grammer is wrong any string which I take I'm getting the palindrome of tha string....... plzzz correct me if I'm wrong somewhere Does one language have only one grammer
grammer for set of all even and odd length palindromes isS=aSa/bSb/a/b/epsilonfrom my intution I have made a grammer S=abS/baS/aaS/bbS/aA/bA/epsilonA=a/b/epsilondoes my g...
327
views
closed
Mar 26, 2018
1
answer
28
Complementation of DFA
Complementation of DFA works for all DFA is it true ? Given DFA, a should be followed by a 'b', In the complementation of this DFA the string aab is getting accepted a is getting followed by a 'b'
Complementation of DFA works for all DFA is it true ?Given DFA, a should be followed by a 'b',In the complementation of this DFA the string aab is getting accepted a is g...
930
views
commented
Mar 18, 2018
Theory of Computation
finite-automata
theory-of-computation
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–
4
answers
29
DFA States Question
Let Σ= {0, 1} What will be the number of states in minimal DFA, if the Binary number string is congruent to (mod 8). A. 8 B. 9 C. 7 D. 4
Let Σ= {0, 1} What will be the number of states in minimal DFA, if the Binary number string is congruent to (mod 8). A. 8 B. 9 C. 7 D. 4
1.4k
views
answer edited
Oct 8, 2017
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