Designing Turing Machines for Specific Languages in Theory of Computation
This resource covers the design of Turing machines for languages such as L = {ww^R | w ∈ (a b)*} and L = {a^n b^n | n ≥ 1}, including detailed tutorials and video explanations.
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Design a turing machine for L={a^nb^n/n greater= 1}-https://youtu.be/E_9li1af0Go
Design a turing machine for L={wcw/wє{a,b} *}-https://youtu.be/qbARtF9gZ5U
Design a turing machine for L={ww^R/wЄ(a b)*}-https://youtu.be/A3G4U2diw04
Design a turing machine to find the 2's complement of a binary number-https://youtu.be/dpbdmgUJr_M
Design a turing machine for unary multiplication-https://youtu.be/hP63onri2Zo
Design a turing machine for unary division-https://youtu.be/HcurLytwnSg
Design a turing machine for unary adder-https://youtu.be/IxaS5vClNHM
Design a turing machine for unary subtraction-https://youtu.be/FE2eruaoWgY
construct a Push Down Automata a^mb^m/m greater=1-https://youtu.be/YO-XjLzeVNQ
Push Down Automata a^nb^nc^m/n,m greater =1 Σ={a,b,c}-https://youtu.be/c5RuRa9gj_g
Eliminate epsilon Є in context free grammar S-XY X-axx/Є Y-byy/Є - https://youtu.be/F0jwsjO4v2M
Eliminate epsilon Є in context free grammar s-AbaC A-BC B-b/Є C-D/Є D-d -https://youtu.be/idPQdapavN4
Push down automata a^nb^2n/n greater=1-https://youtu.be/qXHWRi86uTs
Push Down Automata a^nc^mb^n /n,m greater=1-https://youtu.be/ozNatUoeGOw
Push Down Automata wcw^R / wε{a,b}+ https://youtu.be/Q3qNnAbnF8o
Eliminate epsilon Є in context free grammar- S-XY X-axx/Є Y-byy/Є - https://youtu.be/F0jwsjO4v2M
Eliminate useless symbols in context free grammar- S - ABa/BC B - bcc C - CA D - E A - aC/Bcc/a E- c - https://youtu.be/2HF2h1iwO1I
Elimination of epsilon Є production S- ACA/Aa A-BB/Є B-A/bc C-b - https://youtu.be/R9WT3q4WR3Q
Elimination of unit production context free grammar S - AB A - a B - C/b C - D D - E E - a - https://youtu.be/RwiN76EdMNQ
Elimination of unit production context free grammar S - Xa/Y Y - X/bb X - a/bc/Y - https://youtu.be/F9CpijMZdAA
Elimination of useless production context free grammar S - AB/a A - BC/b B - aB/c C - ac/B - https://youtu.be/xJlxijlj6-c
Elimination of useless production context free grammar S - AB/AC A - aAb/bAa/a B - bbA/aaB/AB C - abCA/aDb D - bD/aC - https://youtu.be/bpOa510u2Ek
Elimination of useless production context free grammar S - ABa/BC A - ac/Bcc/a B - bbc
C - CA D - E E - c - https://youtu.be/UnvCUFfC57Y
Elimination of epsilon Є production S - ACa/Aa A - BB/Є B - A/bc C - b - https://youtu.be/lYgKPmKKj84
Elimination of unit production E - E+T/T T - T*F/F F - (E)/a - https://youtu.be/anjIA_JWDz0
CONSTRUCT DFA FOR LANGUAGE L Alphabets {a b} String starts with b - https://youtu.be/pFJWP-AEM0Q
CONSTRUCT DFA FOR LANGUAGE L Alphabets {a b} String length atmost 2 - https://youtu.be/eQgY3JerEyo
CONSTRUCT DFA FOR LANGUAGE L Alphabets {a b} String length atleast 2-https://youtu.be/b6oYGszsZ2g
Construct DFA Language L Alphabet {a b} string length exactly 2-https://youtu.be/YiWJbruyDLo
CONSTRUCT MINIMAL DFA Alphabets {a b} String starts with substring ba -https://youtu.be/0UfdV0eye40
CONSTRUCT MINIMAL DFA Alphabets {a b} strings that ends with b - https://youtu.be/qU_ACq687oc
CONSTRUCT MINIMAL DFA Alphabets {a b} strings that ends with substring ba-https://youtu.be/c7937laBB24
CONSTRUCT MINIMAL DFA Alphabets {a b} strings ends with substring aba- https://youtu.be/HbC-2Rofwnk
CONSTRUCT MINIMAL DFA Alphabets {a b} strings ends with substring ab- https://youtu.be/oIELo77xEa8
CONSTRUCT MINIMAL DFA Alphabets {a b} string contains b- https://youtu.be/EELBXHNeyXE
CONSTRUCT MINIMAL DFA Alphabets {a b} string contains ba- https://youtu.be/BdWoW_2Epck
CONSTRUCT MINIMAL DFA Alphabets {a b} string contains aba- https://youtu.be/t3G-YjNw5aE
CONSTRUCT MINIMAL DFA Alphabets {a,b} Language contains even length strings- https://youtu.be/9ULPaXVRdJw
CONSTRUCT MINIMAL DFA Alphabets {a,b} Language contains odd length strings- https://youtu.be/cGaj5wRrbmU
CONSTRUCT MINIMAL DFA Alphabets {a,b} Language contains string length divisible by 4- https://youtu.be/MT_z6pat1I0
CONSTRUCT MINIMAL DFA Alphabets {a b} Language - string length gives remainder 1 divided by 4- https://youtu.be/p3Qca5oiMTc
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#Theory of computation Design a turing machine for L={ww^R/wЄ(a b)*} #Design a turing machine for L={wwR/wЄ(a b)*} #turing machine for L={wwR/wЄ(a b)*} #L=ww^R/wЄ(a b)* turing machine #turing machine for L={ww^R/wЄ(a b)*} #L={wwR/wЄ(a b)*} turing machine #L={ww^R/wЄ(a b)} turing machine #turing machine wwR/wЄ(a b) #ww^R/w turing machine #wwR/w turing machine #turing machine ww^R/wЄ(a b) #ww^R/wЄ(a b) turing machine #wwR/wЄ(a b) turing machine
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