A machine M is written as M = {{S0, S₁}, {a, b}, {0, 1}, So, fs, fo}, with the state transitio function and output function as follows: fs (So, a) = $₁ fs (So, b) = $₁ fs (S₁, a) = So fs (S₁, b) = $₁ i. ii. fo (So, a) = 1 fo (So, b) = 1 fo (S₁, a) = 0 fo (S₁, b) = 1 Draw a transition table of machine, M. Shows the transition diagram that for machine M.

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
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A machine M is written as M = {{So, S₁}, {a,b}, {0, 1}, So, fs, fo}, with the state transition
function and output function as follows:
fs (So, a) = $₁
fs (So, b) = $₁
fs (S₁, a) = So
fs (S₁, b) = $₁
i.
ii.
fo (So, a) = 1
fo (So, b) = 1
fo ($₁, a) = 0
fo (S₁, b) = 1
Draw a transition table of machine, M.
Shows the transition diagram that for machine M.
Transcribed Image Text:A machine M is written as M = {{So, S₁}, {a,b}, {0, 1}, So, fs, fo}, with the state transition function and output function as follows: fs (So, a) = $₁ fs (So, b) = $₁ fs (S₁, a) = So fs (S₁, b) = $₁ i. ii. fo (So, a) = 1 fo (So, b) = 1 fo ($₁, a) = 0 fo (S₁, b) = 1 Draw a transition table of machine, M. Shows the transition diagram that for machine M.
iii.
Shows the output sequence for the input and determine whether the output is
accepted by machine M or not.
a. abbab
b. bbaa
c. baaba
Transcribed Image Text:iii. Shows the output sequence for the input and determine whether the output is accepted by machine M or not. a. abbab b. bbaa c. baaba
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