  This book introduces the concept of neutrosophic bilinear algebras and their
generalizations to n-linear algebras, n>2. This book has five chapters. The
first chapter is introductory in nature and gives a few essential definitions
and references for the reader to make use of the literature in case the reader
is not thorough with the basics. The second chapter deals with different types
of neutrosophic bilinear algebras and bivector spaces and proves several
results analogous to linear bialgebra. In chapter three the authors introduce
the notion of n-linear algebras and prove several theorems related to them.
Many of the classical theorems for neutrosophic algebras are proved with
appropriate modifications. Chapter four indicates the probable applications of
these algebraic structures. The final chapter suggests about 80 innovative
problems for the reader to solve.
