A Model for Comparative Analysis of the Similarity between Android and iOS Operating Systems

AuthorLixandroiu, R. - Maican, C.
PositionFaculty of Economic Sciences and Business Administration, Transilvania University of Brasov
Pages313-318
Bulletin of the Transilvania University of Braşov
Series V: Economic Sciences • Vol. 7 (56) No. 2 - 2014
A MODEL FOR COMPARATIVE ANALYSIS
OF THE SIMILARITY BETWEEN ANDROID
AND IOS OPERATING SYSTEMS
R. LIX;NDROIU1 C. MAICAN1
Abstract: Due to recent expansion of mobile devices, in this article we try to
do an analysis of two of the most used mobile OSS. This analysis is made on
the method of calculating Jaccard's similarity coefficient. To complete the
analysis, we developed a hierarchy of factors in evaluating OSS. Analysis has
shown that the two OSS are similar in terms of functionality, but there are a
number of factors that weighted make a difference.
Key words: operating system, mobile, Android, iOS
1 Faculty of Economic Sciences and Business Administration, Transilvania University of Braşov.
1. Introduction
Android (developed by Google) and iOS
(developed by Apple) are the main
operating systems for mobile devices such
as smartphones, tablets or smart TVs.
From a technical standpoint, the Android
operating system is based on Linux, while
iOS is based on OSX and Unix.
The choice of a particular operating
system depends both on the device on
which that system will work, and on the
subsequent applicatio ns to be installed,
from Google Play or App Store for
Android and Apple App Store for iOS.
Android is the most popular operating
system worldwide and can be used on
several mobile devices created by different
manufacturers, whereas IOS can only work
on devices created by Apple.
2. The Jaccard similarity coefficient
The Jaccard index (or Jaccard similarity
coefficient) is a statistics used for
comparing the similarity and
diversity of sample sets. The Jaccard
coefficient measures the similarity between
many sample se ts.
The Jaccard similarity coefficient is
defined as the size of
the intersection divided by the size of
the union of the sample sets:
BA
BA
BAJ
=),( (1)
where, 1),(0
BAJ
The Jaccard distance, which
measures the dissimilarity between sample
sets, is complementary to the Jaccard
coefficient. It is obtained by subtracting
the Jaccard coefficient from 1. Th e same
thing is obtained by d ividing the difference
of the sizes of the union and the
intersection of two sets by the size of the
union:

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