High-energy summation of ladder diagrams
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Z. HorvΓ‘th; G. PΓ³csik
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Article
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1972
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Elsevier Science
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English
β 569 KB
The leading high-energy behavior of the sum of ladder diagrams is discussed in local and nonlocal field theories of nonpolynomial type. It is shown that the complete amplitude satisfies an integral equation of Volterra type at highenergy and in several cases it possesses Regge-behaved upper bounds.