CAN THE PRINCIPLE OF MICROCAUSALITY BE REMOVED ARBITRARILY?

RUAN TU-NAN; HO TSO-HSIU

Chinese Physics C> 1978, Vol. 2> Issue(4) : 289-294

CAN THE PRINCIPLE OF MICROCAUSALITY BE REMOVED ARBITRARILY?

RUAN TU-NAN ,
HO TSO-HSIU

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Abstract：
We discuss the problem of microcausality in a model of quantized field theory. Under the assumptions that the commutator of the "in" fields satisfies the requirement of translational invariance, we show that, in the case of self-conjugate scalar particles or particles with integer spins, one can deduce the law of microcausality.

References

[1]

H. Lehmann, K. Symanzik, W. Zimmermann, Nuovo Cim., 1(1955), 425; 6(1957), 319;A. S. SWightman, Phys. Rev., 101(1956), 860.[2] R. Pugh, Ann. Phys., (N. Y.), 23(1963), 335.[3] F. Rohrlich, Jour. Math. Phys., 6 (1965) , 495.[4] D. I. Blkhintsev, Phys. Letter, 12(1964), 272.[5] W. Zimmermann, Nuovo Cim., 10(1958), 597.

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RUAN TU-NAN and HO TSO-HSIU. CAN THE PRINCIPLE OF MICROCAUSALITY BE REMOVED ARBITRARILY?[J]. Chinese Physics C, 1978, 2(4): 289-294.

RUAN TU-NAN and HO TSO-HSIU. CAN THE PRINCIPLE OF MICROCAUSALITY BE REMOVED ARBITRARILY?[J]. Chinese Physics C, 1978, 2(4): 289-294. shu

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Received: 1972-12-18
Revised: 1900-01-01

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沈阳化工大学材料科学与工程学院沈阳 110142

CAN THE PRINCIPLE OF MICROCAUSALITY BE REMOVED ARBITRARILY?

RUAN TU-NAN
HO TSO-HSIU

Received Date: 1972-12-18
Accepted Date: 1900-01-01
Available Online: 1978-08-05

Abstract: We discuss the problem of microcausality in a model of quantized field theory. Under the assumptions that the commutator of the "in" fields satisfies the requirement of translational invariance, we show that, in the case of self-conjugate scalar particles or particles with integer spins, one can deduce the law of microcausality.