R. Mahjoob
Department of Mathematics-Semnan University
[ 1 ] - The e-Theta Hopes
The largest class of hyperstructures is the Hv-structures, introduced in 1990, which proved to have a lot of applications in mathematics and several applied sciences, as well. Hyperstructures are used in the Lie-Santilli theory focusing to the hypernumbers, called e-numbers. We present the appropriate e-hyperstuctures which are defined using any map, in the sense the derivative map, called thet...
[ 2 ] - On the Lie-Santilli Admissibility
The largest class of hyperstructures is the one which satisfies the weak properties. We connect the theory of P-hopes, a large class of hyperoperations, with the Lie-Santilli admissibility used in Hardonic Mechanics. This can be achieved by a kind of Ree, sandwich hyperoperation.
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