Multidimensional MOD Planes. Series on MOD MathematicsThe main purpose of this book is to define and develop the notion of multi-dimensional MOD planes. Here, several interesting features enjoyed by these multi-dimensional MOD planes are studied and analyzed. Interesting problems are proposed to the reader. |
Common terms and phrases
complex modulo integer dual like number dual number interval dual number plane dual number space group of infinite ideals of finite idempotents illustrate this situation Infact infinite number infinite order interval matrix group interval pseudo ring i三 Let aſ mapped mixed multidimensional complex mixed multidimensional space MOD complex modulo MOD dual number MOD mixed multidimensional MOD multidimensional dual MOD multidimensional neutrosophic MOD multidimensional special MOD neutrosophic interval MOD plane MOD pseudo MOD real interval MOD special dual MOD subgroup MOD transformation modulo integer interval multidimensional complex modulo multidimensional dual number notion of MOD number interval matrix number interval pseudo number interval semigroup number matrix interval number of zero problem 121 pseudo ideals pseudo subring quasi dual number S-ideals S-idempotents S-zero Smarandache special features enjoyed special quasi dual Study questions subgroups of finite subring of infinite subsemigroup of finite vector space zero divisors