In this book for the first time the authors introduce the notion of real
neutrosophic complex numbers.
In this book authors for the first time introduce the notion of
supermatrices of refined labels. Authors prove super row matrix of
refined labels form a group under addition. However super row matrix
of refined labels do not form a group under product; it only forms a
semigroup under multiplication. In this book super column matrix of
refined labels and m x n matrix of refined labels are introduced and
In this book the authors for the first time introduce the notion of
neutrosophic intervals and study the algebraic structures using them.
Concepts like groups and fields using neutrosophic intervals are not
possible. Pure neutrosophic intervals and mixed neutrosophic intervals
are introduced and by the very structure of the interval one can
understand the category to which it belongs.