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- W172334243 abstract "We prove a number of new integral forms of the well known Pomeranchuk theorem which states that asymptotically the total cross sections for interaction of particles sigma/sub I/(E) and antiparticles sigma/sub I/I(E) with a given particle are equal. Some of these forms not only substantially strengthen the existing ones, but also can more easily be verified directly in experiment. All the new integral forms of the Pomeranchuk theorem permit a convenient local interpretation. We also prove new modified integral and local forms of the Pomeranchuk theorem which limit the behavior of the ratio (sigma/sub I/(E)-sigma/sub I/I(E))/(dsigma/sub I/II(E)/d..cap omega..), where dsigma/sub I/II(E)/d..cap omega.. is the differential cross section for forward scattering with charge exchange. All proofs are based only on the axioms of quantum field theory and do not resort to any model-based arguments." @default.
- W172334243 created "2016-06-24" @default.
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- W172334243 date "1979-09-01" @default.
- W172334243 modified "2023-10-16" @default.
- W172334243 title "New integral and local forms of the Pomeranchuk theorem" @default.
- W172334243 hasPublicationYear "1979" @default.
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