Add to ORKGSum rules based on current algebra are obtained for the currents evaluated between states of arbitrary spin and mass. Both the infinite-momentum limit and the dispersion method are shown to yield the same result. These sum rules are given explicitly for the crossed-channel amplitudes. © 1967 The American Physical Society
We generalize forward real Compton amplitude to the case of the interference of the electromagnetic ...
We present a simple derivation of the angular condition on current algebra at infinite momentum, wid...
Explores a basic problem in theoretical high energy physics of obtaining relations between the impor...
Sum rules based on current algebra are obtained for the currents evaluated between states of arbitra...
This paper reviews various aspects of the sum rules currently used in nuclear physics. The interest ...
By combining the local current algebra with the commutation relations between the current densities ...
Presents a unified and comprehensive survey of superconvergence relations, finite-energy sum rules a...
New sum rules from current algebra valid in the limit of large negative four-momentum squared of the...
An expansion of the vector-current vertex is obtained in terms of the Joos spinor amplitudes. As the...
The history of Current Algebra is reviewed up to the appearance of the Adler-Weisberger sum rule. Pa...
We study the current-algebra approach to the Gerasimov-Drell-Hearn sum rule, paying particular atten...
A model for the amplitude obeying the current algebra sum rule is constructed. It satisfies many phy...
International Series of Monographs in Natural Philosophy, Volume 12: Current Algebras and their Appl...
In these lectures, I describe basic techniques of the QCD sum rule approach. The basic concepts of t...
Using the Fubini-Furlan-Adler-Weisberger technique, sum rules have been written down for strangeness...
We generalize forward real Compton amplitude to the case of the interference of the electromagnetic ...
We present a simple derivation of the angular condition on current algebra at infinite momentum, wid...
Explores a basic problem in theoretical high energy physics of obtaining relations between the impor...
Sum rules based on current algebra are obtained for the currents evaluated between states of arbitra...
This paper reviews various aspects of the sum rules currently used in nuclear physics. The interest ...
By combining the local current algebra with the commutation relations between the current densities ...
Presents a unified and comprehensive survey of superconvergence relations, finite-energy sum rules a...
New sum rules from current algebra valid in the limit of large negative four-momentum squared of the...
An expansion of the vector-current vertex is obtained in terms of the Joos spinor amplitudes. As the...
The history of Current Algebra is reviewed up to the appearance of the Adler-Weisberger sum rule. Pa...
We study the current-algebra approach to the Gerasimov-Drell-Hearn sum rule, paying particular atten...
A model for the amplitude obeying the current algebra sum rule is constructed. It satisfies many phy...
International Series of Monographs in Natural Philosophy, Volume 12: Current Algebras and their Appl...
In these lectures, I describe basic techniques of the QCD sum rule approach. The basic concepts of t...
Using the Fubini-Furlan-Adler-Weisberger technique, sum rules have been written down for strangeness...
We generalize forward real Compton amplitude to the case of the interference of the electromagnetic ...
We present a simple derivation of the angular condition on current algebra at infinite momentum, wid...
Explores a basic problem in theoretical high energy physics of obtaining relations between the impor...