In this book, the authors introduce the notion of Super linear
algebra and super vector spaces using the definition of super
matrices defined by Horst (1963). This book expects the readers
to be well-versed in linear algebra.
The systematic study of supermatrices and super linear
algebra has been carried out in 2008. These new algebraic
structures find their applications in fuzzy models, Leontief
economic models and data-storage in computers.
This book for the first time introduces the notion of special
set linear algebra and special set fuzzy linear algebra. This
is an extension of the book set linear algebra and set fuzzy
linear algebra. These algebraic structures basically exploit
only the set theoretic property, hence in applications one
can include a finite number of elements without affecting
the systems property. These new structures are not only
the most generalized structures but they can perform multi
task simultaneously; hence they would be of immense use
to computer scientists.
This book introduces the concept of neutrosophic bilinear
algebras and their generalizations to n-linear algebras, n>2.