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Relativistic quantum mechanics and path integral for Klein-Gordon equation
pp. 187-200
Abstrakt
The subject of the paper is a path integral rapresentation for the semigroup ( { {e^{ - t{H_1}}}} t geqslant 0 ) generated by the quantum Hamiltonian H 1 of a relativistic spinless particle in an external electromagnetic field. The result is compared with the "Feynman-Kac" formula which holds for relativistic Schrödinger operators.
Publication details
Published in:
Garola Claudio, Rossi Arcangelo (1995) The foundations of quantum mechanics: historical analysis and open questions. Dordrecht, Springer.
Seiten: 187-200
DOI: 10.1007/978-94-011-0029-8_17
Referenz:
De Angelis G. F., Serva M. (1995) „Relativistic quantum mechanics and path integral for Klein-Gordon equation“, In: C. Garola & A. Rossi (eds.), The foundations of quantum mechanics, Dordrecht, Springer, 187–200.