Create a Push-Down Automata for the language: L = {an+m * bm+t * at * bn | n,t,m > 0}
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Create a Push-Down Automata for the language: L = {an+m * bm+t * at * bn | n,t,m > 0}
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- Construct pushdown automata {0, 1}* – {(0" 1)" |n2 1}.8. Build a DPDA that accepts the language L = {(ab)" (aab)b² n ≥0Write a regular expression to describe each of the following languages. Example: {w = {a, b}* : w has both aa and bb as substrings} Regular expression: (a U b)* aa (a U b)* bb (a U b)* U (a U b)* bb (a U b)* aa (a U b)*
- 8. Build a DPDA that accepts the language L = {(ab)" (aab)b²" |n20I need help to construct a dpda for the language {w in {a,b}^*| w has an unequal amount of a and b}Write a regular expression to describe each of the following languages. Example: {w € {a, b}* : w has both aa and bb as substrings} Regular expression: (a U b)* aa (a U b) bb (a U b) U (a U b)* bb (a U b)* aa (a U b)*
- 1. Design a pushdown automaton for the following language, L={a^b²n:n>0}.Design DPDA to accept language L= {xe [a, b]* N (x) > N,(x)). N(x) > N,(x) means number of a's are greater than number of b's in string xHi, Need help in Automata Please, Regards 1) Give the regular expressions for the following languages; L1 = {anbm, n>=3, m<=4}
- Design a TM that accepts the following language L={w ∈ {a, b}* | na(w)=nb (w)} , where na(w) indicates the number of symbol a’s in the string w.Q: Use recursive definition for the following languages Define the language L, having even number of a’s and even number of b’s. Define the language L, in which the a’s appear tripled means a’s appears in chunk of 3, 6,… Define the language L, in which all words contain only 2 b’s but any number of a’sGive a recursive definition that defines the language: L = {aibj | i ≤ j}