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Considering the search problem, we have a list of ?n integers ?=⟨?1,?2,⋯??⟩A=⟨v1,v2,⋯vn⟩. We want to design an algorithm to check whether an item ?v exists or not such that it should return either the index, ?i, if it was found or −1−1 otherwise, when not found.

Considering the search problem, we have a list of ?n integers ?=⟨?1,?2,⋯??⟩A=⟨v1,v2,⋯vn⟩. We want to design an algorithm to check whether an item ?v exists or not such that it should return either the index, ?i, if it was found or −1−1 otherwise, when not found.

Database System Concepts
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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Considering the search problem, we have a list of ?n integers ?=⟨?1,?2,⋯??⟩A=⟨v1,v2,⋯vn⟩. We want to design an algorithm to check whether an item ?v exists or not such that it should return either the index, ?i, if it was found or −1−1 otherwise, when not found.

Problem Statement Considering the search problem, we have a list of n integers A = (0), 02, ... v,). We want to design an algorithm to check whether an item v exists or not such that it should return either the index, i, if it was found or -1 otherwise, when not found. a) Algorithm Implementation b) Growth Curve Empirically, using time measurements, test your algorithm and plot a graph that shows its growth rate when variating the size. c) Theoretical Analysis Derive the complexity of the worst-case time, and show your reasoning
Transcribed Image Text:Problem Statement Considering the search problem, we have a list of n integers A = (0), 02, ... v,). We want to design an algorithm to check whether an item v exists or not such that it should return either the index, i, if it was found or -1 otherwise, when not found. a) Algorithm Implementation b) Growth Curve Empirically, using time measurements, test your algorithm and plot a graph that shows its growth rate when variating the size. c) Theoretical Analysis Derive the complexity of the worst-case time, and show your reasoning
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