Jamil Daboul

activity

19942015

most citedQuantum gates on hybrid qudits

69 citations · 190 across the 13 of their papers we have counts for

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Showing 1994Show all

5 papers · 1 filter

hep-th1994★ 6 cited

The Dynamical Algebra of the Hydrogen Atom as a Twisted Loop Algebra

C. Daboul, J. Daboul, P. Slodowy

We show that the dynamical symmetry of the hydrogen atom leads in a natural way to an infinite-dimensional algebra, which we identify as the positive subalgebras of twisted Kac-Moo…

hep-th1994

Exact, E=0, Solutions for General Power-Law Potentials. II. Quantum Wave Functions

Jamil Daboul, Michael Martin Nieto

For zero energy, $E = 0$ , we derive exact, quantum solutions for {\it all} power-law potentials, $V (r) = - γ / r^{ν}$ , with $γ > 0$ and $- \infty < ν < \infty$ . The solutions are, in general…

hep-th1994★ 26 cited

Exact, E=0, Solutions for General Power-Law Potentials. I. Classical Orbits

Jamil Daboul, Michael Martin Nieto

For zero energy, $E = 0$ , we derive exact, classical solutions for {\em all} power-law potentials, $V (r) = - γ / r^{ν}$ , with $γ > 0$ and $- \infty < ν < \infty$ . When the angular momentum is non…

hep-th1994★ 2 cited

Exact, E=0, Classical and Quantum Solutions for General Power-Law Oscillators

Michael Martin Nieto, Jamil Daboul

For zero energy, $E = 0$ , we derive exact, classical and quantum solutions for {\em all} power-law oscillators with potentials $V (r) = - γ / r^{ν}$ , $γ > 0$ and $- \infty < ν < \infty$ . When the…

hep-th1994★ 33 cited

Quantum Bound States with Zero Binding Energy

Jamil Daboul, Michael Martin Nieto

After reviewing the general properties of zero-energy quantum states, we give the explicit solutions of the \seq with $E = 0$ for the class of potentials $V = - ∣ γ ∣/ r^{ν}$ , where $-\infty…