Ragnar Ekholm
Lund University
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Publication
Featured researches published by Ragnar Ekholm.
Archive | 2001
Ragnar Ekholm; Leonard D. Kohn; Seymour H. Wollman
A quantum system of N identical particles is described by the wave function
Archive | 2001
Ragnar Ekholm; Leonard D. Kohn; Seymour H. Wollman
Diabetologia | 1971
Ragnar Ekholm; Lars E. Ericson; Ingmar Lundquist
\Psi = \Psi ({q_1}, \ldots {q_N}),
Endocrinology | 1975
Ragnar Ekholm; Gunnar Engström; L. E. Ericson; Arne Melander
Endocrinology | 1974
U. Bjorkman; Ragnar Ekholm; L.-G. Elmqvist; L. E. Ericson; Arne Melander; S. Smeds
(8.1) where q j denotes all compatible coordinates of particle j (position and spin, for example). However, not all wave functions of this sort, which satisfy the time-independent Schrodinger equation, are acceptable representations of a quantum system. We also require a symmetry property,
Endocrinology | 1978
U. Bjorkman; Ragnar Ekholm; L. E. Ericson
Endocrinology | 1988
Ulla Björkman; Ragnar Ekholm
\Psi ({q_1}, \ldots ,{q_i}, \ldots ,{q_j}, \ldots ,{q_N}) = \pm ({q_1}, \ldots ,{q_j}, \ldots ,{q_i}, \ldots ,{q_N}),
Endocrinology | 1974
Ragnar Ekholm; L. E. Ericson; J.-O. Josefsson; Arne Melander
Endocrinology | 1984
Ragnar Ekholm; Ulla Björkman
(8.2) which indicates that the quantum state of the system does not alter if we change the coordinates of two particles. The symmetric wave functions are associated with integer spin particles (photons, phonons, magnons, 4He atoms). These particles are called bosons, and obey the Bose—Einstein statistics. The antisymmetric wave functions are associated with half-integer spin particles (electrons, protons, atoms of 3He). These particles are called fermions, and obey the Fermi—Dirac statistics.
Endocrinology | 1979
L. E. Ericson; Gunnar Engström; Ragnar Ekholm
A classical system of N monatomic particles of mass m may be given by the Hamiltonian