1. Consider the following deterministic finite antomaton. (a) Gise the language acvrpatevi by this DEA. (Ennlatr the way we express Lunguages as sets in 3) (b) Encende this mau hane as a DEA quntet (Q. . F). Q. Y. and F slonkl be sets is a single state fan integeer in this cas). Use a row-majoe matrix enlitg of d. (e) Encode this mahine in our file format. Hete is or file lormat. The oaly entres ae pnitive integets ad alphabete ktters. Tie tirst lne of the tile coitains Iwo ntegers: the mter of states and the size of the alphabet Sce we ass that the states are 1.2. i and the start tate is 1. the first integer fuily detines Ith O al t The seegnd line ol the tile ontais tlu alphalt (whah are assameyi to te

Computer Networking: A Top-Down Approach (7th Edition)
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Chapter1: Computer Networks And The Internet
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1. Consider the following deterministic finite antomaton.
(a) Give the langnage acrpted by this DEA. (Ennlatr the way we express Lnguages as sets in 3.)
(b) Encode this mau hane as a DEA quintet (Q. Y . . F). Q. Y, and F shonki be sets. 4i is a single
state fan integer in this case). Use a tow-major matrix encolitg of d.
(e) Encode thais mahine in our file format.
Hete is our file lormat. The aly entres ae itive integeIs al alphabete ktters.
The tirst line of the hile coitains Iwo integers: the mmber of states and the size of the alphabet.
Since we asS that the states are 1.2.
n and the start state is 1. the first integr fully defines
Ith Q aul
The second line of the file oatains the alphalt (which are assamed to be
singk alpiammeric characters). The following liues out.ain the row-major matrix encling of
the transitia function. The last line of the format is the fimal states.
Transcribed Image Text:1. Consider the following deterministic finite antomaton. (a) Give the langnage acrpted by this DEA. (Ennlatr the way we express Lnguages as sets in 3.) (b) Encode this mau hane as a DEA quintet (Q. Y . . F). Q. Y, and F shonki be sets. 4i is a single state fan integer in this case). Use a tow-major matrix encolitg of d. (e) Encode thais mahine in our file format. Hete is our file lormat. The aly entres ae itive integeIs al alphabete ktters. The tirst line of the hile coitains Iwo integers: the mmber of states and the size of the alphabet. Since we asS that the states are 1.2. n and the start state is 1. the first integr fully defines Ith Q aul The second line of the file oatains the alphalt (which are assamed to be singk alpiammeric characters). The following liues out.ain the row-major matrix encling of the transitia function. The last line of the format is the fimal states.
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