  This book is organized into seven chapters. Chapter one is introductory in
content. The notion of neutrosophic set linear algebras and neutrosophic
neutrosophic set linear algebras are introduced and their properties analysed
in chapter two. Chapter three introduces the notion of neutrosophic semigroup
linear algebras and neutrosophic group linear algebras. A study of their
substructures are systematically carried out in this chapter. The fuzzy
analogue of neutrosophic group linear algebras, neutrosophic semigroup linear
algebras and neutrosophic set linear algebras are introduced in chapter four of
this book. Chapter five introduces the concept of neutrosophic group bivector
spaces, neutrosophic bigroup linear algebras, neutrosophic semigroup
(bisemigroup) linear algebras and neutrosophic biset bivector spaces. The fuzzy
analogue of these concepts are given in chapter six. An interesting feature of
this book is it contains nearly 424 examples of these new notions. The final
chapter suggests over 160 problems which is another interesting feature of this
book.
