@article{Florentin Smarandache_2015, title={Refined Literal Indeterminacy and the Multiplication Law of Sub-Indeterminacies }, volume={9}, url={https://fs.unm.edu/nss8/index.php/111/article/view/3927}, abstractNote={In this paper, we make a short history about: theneutrosophic set, neutrosophic numerical components andneutrosophic literal components, neutrosophic numbers,neutrosophic intervals, neutrosophic hypercomplex numbers of dimension n, and elementary neutrosophic algebraic structures. Afterwards, their generalizations to refined neutrosophic set, respectively refined neutrosophicnumerical and literal components, then refined neutrosophic numbers and refined neutrosophic algebraic structures. The aim of this paper is to construct examples ofsplitting the literal indeterminacy ሺሻ into literal sub-indeterminacies ሺ, ,...,ሻ, and to define a multiplicationlaw of these literal sub-indeterminacies in order to be ableto build refined െ neutrosophic algebraic structures.Also, examples of splitting the numerical indeterminacyሺሻ into numerical sub-indeterminacies, and examples ofsplitting neutrosophic numerical components into neutrosophic numerical sub-components are given.}, journal={Neutrosophic Sets and Systems}, author={Florentin Smarandache}, year={2015}, month={Dec.}, pages={58–63} }