The stability of systems consisting of a negative charge -q1 and two positive charges q2 and q3 is discussed as a function of the values of the charges qi and of the constituent masses mi. We give general results and list some open questions of interest, which hopefully will stimulate further investigations
We study the stability problem for a non-relativistic quantum system in dimension three composed by ...
We consider three one-dimensional quantum, charged and spinless particles interacting through delta ...
The stability of four-body systems (m(a)(+)m(b)(+)m(1)(-)m(2)(-)) in three (3D) and two dimensions (...
The stability of systems consisting of a negative charge -q1 and two positive charges q2 and q3 is d...
We present results on the stability of quantum systems consisting of a negative charge $-q_1$ with m...
We present results on the stability of quantum systems consisting of a negative charge $-q_1$ with m...
We discuss the binding of three unit charges qi=±1,∓1,∓1, with various constituent masses mi. It is ...
ThéorieA brief review is presented of the stability domain of three- and four-charge ground-states w...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
We discuss the stability of three- and four-particle system interacting by pure Coulomb interactions...
Computational evidence is presented to support the conjecture that any system of four unit charges (...
An analytic wavefunction is proposed for the ground state of general atomic three-body systems in wh...
5 pages, 2 figuresWe investigate the domain of masses for which a state with total orbital momentum ...
We study the stability problem for a non-relativistic quantum system in dimension three composed by ...
We study the stability problem for a non-relativistic quantum system in dimension three composed by ...
We consider three one-dimensional quantum, charged and spinless particles interacting through delta ...
The stability of four-body systems (m(a)(+)m(b)(+)m(1)(-)m(2)(-)) in three (3D) and two dimensions (...
The stability of systems consisting of a negative charge -q1 and two positive charges q2 and q3 is d...
We present results on the stability of quantum systems consisting of a negative charge $-q_1$ with m...
We present results on the stability of quantum systems consisting of a negative charge $-q_1$ with m...
We discuss the binding of three unit charges qi=±1,∓1,∓1, with various constituent masses mi. It is ...
ThéorieA brief review is presented of the stability domain of three- and four-charge ground-states w...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
We consider non-relativistic systems in quantum mechanics interacting through the Coulomb potential,...
We discuss the stability of three- and four-particle system interacting by pure Coulomb interactions...
Computational evidence is presented to support the conjecture that any system of four unit charges (...
An analytic wavefunction is proposed for the ground state of general atomic three-body systems in wh...
5 pages, 2 figuresWe investigate the domain of masses for which a state with total orbital momentum ...
We study the stability problem for a non-relativistic quantum system in dimension three composed by ...
We study the stability problem for a non-relativistic quantum system in dimension three composed by ...
We consider three one-dimensional quantum, charged and spinless particles interacting through delta ...
The stability of four-body systems (m(a)(+)m(b)(+)m(1)(-)m(2)(-)) in three (3D) and two dimensions (...
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