PoS(IC2006)064
... binary operations can be used to relate them, i.e. zRθ . In this case we have two choices: z · θ or z ∗ θ , taking in account physical considerations the suitable choose between z and θ will be (·). The use of an odd function when the Definition 4 was given have some interesting consequences on the ...
... binary operations can be used to relate them, i.e. zRθ . In this case we have two choices: z · θ or z ∗ θ , taking in account physical considerations the suitable choose between z and θ will be (·). The use of an odd function when the Definition 4 was given have some interesting consequences on the ...
A Special Partial order on Interval Normed Spaces
... optimization or mathematical economics are formulated as interval-valued problems. At first, the concepts of interval spaces and nonstandard normed interval spaces are introducted. In Interval normed spaces are spaces that have less known in comparison with other spaces. Recently, Many authors have ...
... optimization or mathematical economics are formulated as interval-valued problems. At first, the concepts of interval spaces and nonstandard normed interval spaces are introducted. In Interval normed spaces are spaces that have less known in comparison with other spaces. Recently, Many authors have ...
Solid State Physics from the Mathematicians` Point of View
... factor ”the space” by it, working on the factor space for the quantum mechanical representations. But what kind of a ”the space” will we be working on? The answer to this is ”the phase space” for the crystal. This brings us to the theory of quantum mechanics on phase space. We have also the fact tha ...
... factor ”the space” by it, working on the factor space for the quantum mechanical representations. But what kind of a ”the space” will we be working on? The answer to this is ”the phase space” for the crystal. This brings us to the theory of quantum mechanics on phase space. We have also the fact tha ...
