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Browsing College of Science, Engineering and Technology by Subject "Mathematical physics"

Browsing College of Science, Engineering and Technology by Subject "Mathematical physics"

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  • Mukeru, Bahati (2012-03)
    In this work we calculate the binding energies and root-mean-square radii for A−body nuclear bound state systems, where A ≥ 3. To study three−body systems, we employ the three−dimensional differential Faddeev equations ...
  • Grobler, Jonathan (2009-11)
    The double hypernuclear systems are studied within the context of the hyperspherical approach. Possible bound states of these systems are sought as zeros of the corresponding three-body Jost function in the complex ...
  • Adamiak, Jaroslaw Pawel (2009-08-25)
    The aim of this work is to discuss the effects found in static and dynamic wormholes that occur as a solution of Einstein equations in general relativity. The ground is prepared by presentation of "faster than light" ...

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