In this book we introduce some special type of linear algebras called pseudo special linear algebras using the interval [0, n). These new types of special pseudo interval linear algebras has several interesting properties. Special pseudo interval linear algebras are built over the subfields in Zn where Zn is a S-ring. We study the substructures of them. The notion of Smarandache special interval pseudo linear algebras and Smarandache strong special pseudo interval linear algebras are introduced. The former Sspecial interval pseudo linear algebras are built over the Sring itself. Study in this direction has yielded several interesting results. S-strong special pseudo interval linear algebras are built over the S-pseudo interval special ring [0, n). SSSpseudo special linear algebras are mainly introduced for only on these new structures, study, develop, describe and define the notion of SSS-linear functionals, SSS-eigen values, SSS-eigen vectors and SSS-polynomials.
Educational Publisher Inc., Ohio
pseudo special linear algebras, linear algebras, neutrosophic logic
W.B. Vasantha Kandasamy & F. Smarandache. Special Pseudo Linear Algebras using [0,n). Ohio: Educational Publisher, 2014.
Creative Commons License
This work is licensed under a Creative Commons Attribution-Share Alike 4.0 License.