Horst Zuse: A Framework of Software Measurement
Publisher: Walter de Gruyter, Berlin, Genthinerstr. 13, 10785 Berlin, Phone: +49-
755 pages.
ISBN: 3-
Table of Contents as a PDF-
Overview
The central goal of this textbook is to provide readers with a framework for software measurement. Software measurement is not a mature science, today. On the one side, there is a lack of a theoretical framework for software measurement, and on the other side, there is a lack of education of scientists, practitioners and students in the area of software measurement.
The book is written with the intention to investigate software measures and to give theoretical and practical guidelines for software measurement.
By the time the reader reached the end of this book, scientists, teachers, practitioners,
and students should be able to define the basic terminology of software measurement,
to explain the definition of a measure; the definition of a homomorphism, the ideas
/ secrets behind software measures, the empirical conditions behind software measures,
the scale types, the use of qualitative and quantitative methods, the role of software
measures during the software life-
The book also discusses the ISO 9000-
A glossary of more than 300 terms shall help scientists, practitioners and students to understand the meaning of terms in the software measurement area.
The book contains a CD with a literature database of more than 1600 references and
a brief demo-
Some more statements related to the book:
The book above is the first one which introduces measurement theory in order to characterize
the properties of software measures. It shows, how measurement theory and software
measurement can be connected. We use the concept of the extensive structure in order
to describe empirical ideas behind software complexity or software quality. The concept
of the extensive structure is a very useful concept. Additive measures assume the
extensive structure. This leads directly to the ratio scale. We use the original
extensive structure of Krantz et al., but we also use a modified extensive structure
which was created by Bollmann. The axioms of the modified extensive structure are
more intuitive than the axioms of the original extensive structure. In the book a
proof is given, that both extensive structures are equivalent. We also use the concept
of the function of belief in order to describe non-
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Erratum (February 12, 2012)
In the 755-
Here the PDF with the correction.
.
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