Suppose that we run the RE-to-NFA construction algorithm from the lecture and textbook on theregular expression (BI (CD*A)*).The match transitions are shown below.10B(cDSelect all following edge sets that are in the e-transition digraph?0 → 3, 2 → 10, 3 → 40 → 2, 2 → 10, 3 → 4O0 → 8, 2 → 11, 2 → 10O 0 → 4, 2 → 9,3 → 6O 3 → 9, 5 → 6,6 → 5O 5 → 7,7 → 6,8 → 9O 6 → 7,9 → 3,8 → 9O8 → 9,9 → 10, 10 → 11

Dear Student, NFA for the regex is given below , based on it we will find the epsilon transitions.…

Suppose that we run the RE-to-NFA construction algorithm from the lecture and textbook on the regular expression ( BI (CD*A)*). The match transitions are shown below. 6-ỏ ó ö 3 10 11 (D) Select all following edge sets that are in the e-transition digraph?

Suppose that we run the RE-to-NFA construction algorithm from the lecture and textbook on the regular expression ( BI (CDA)). The match transitions are shown below. 6-ỏ ó ö 3 10 11 (D) Select all following edge sets that are in the e-transition digraph?

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

Problem 1PE

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Concept explainers

Depth First Search

Depth-first search (DFS) also known as Depth First traversal is an algorithm used to traverse or search the nodes in a tree or graph data structure. Traversal usually means visiting all the nodes of a graph. DFS performs in a depth-ward manner. It uses a stack to remember the vertices it has visited. The search starts from the root node, where any arbitrary node is selected as a root node in a graph, and then each node is explored along each branch before performing backtracking. The DFS algorithm uses a recursive technique by following the idea of backtracking. DFS algorithm does this by performing an in-depth search of all the nodes by traversing in a forward direction. If the required node is not found, it starts backtracking to previously visited nodes.

Question

Suppose that we run the RE-to-NFA construction algorithm from the lecture and textbook on the
regular expression (BI (CD*A)*).
The match transitions are shown below.
10
B
(c
D
Select all following edge sets that are in the e-transition digraph?
0 → 3, 2 → 10, 3 → 4
0 → 2, 2 → 10, 3 → 4
O0 → 8, 2 → 11, 2 → 10
O 0 → 4, 2 → 9,3 → 6
O 3 → 9, 5 → 6,6 → 5
O 5 → 7,7 → 6,8 → 9
O 6 → 7,9 → 3,8 → 9
O8 → 9,9 → 10, 10 → 11

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