Ullman (TOC) Edition 3 Exercise 6.3 Question 4 (Page No. 252)

Convert the $PDA, $ $P=(\{q,p\},\{0,1\},\{Z_{0},X\},\delta,q,Z_{0}.\{p\})$ to a $CFG,$ if $\delta$ given by $:$ $\delta(q,0,Z_{0})=\{(q,XZ_{0})\}$ $\delta(q,0,X)=\{(q,XX)\}$ $\delta(q,1,X)=\{(q,X)\}$ $\delta(q,\in,X)=\{p,\in\}$ $\delta(p,\in,X)=\{p,\in\}$ $\delta(p,1,X)=\{(p,XX)\}$ $\delta(p,1,Z_{0})=\{p,\in\}$
Convert the $PDA, $ $P=(\{q,p\},\{0,1\},\{Z_{0},X\},\delta,q,Z_{0}.\{p\})$ to a $CFG,$ if $\delta$ given by $:$ $\delta(q,0,Z_{0})=\{(q,XZ_{0})\}$ $\delta(q,0,X)=\{(q,XX)\}$ $\delta(q,1,X)=\{(q,X)\}$ $\delta(q,\in,X)=\{p,\in\}$ $\delta(p,\in,X)=\{p,\in\}$ $\delta(p,1,X)=\{(p,XX)\}$ $\delta(p,1,Z_{0})=\{p,\in\}$

asked
Apr 7, 2019
in Theory of Computation
Lakshman Patel RJIT
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