We show that one can obtain real parts of scattering amplitudes by knowing the imaginary parts at only nearby energies. This is accomplished by re-casting the dispersion integral into an equivalent form which we will calla "derivative analyticity relation". Predictions are given for forward amplitudes where [sigma]T is measured: pp, . We deduce the real part of the elastic pp amplitude away from the forward direction at ISR energies.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/22369/1/0000816.pd
A Liu-Okubo-type dispersion relation is derived for the crossing-even pion-nucleon forward elastic s...
We consider several classes of analytic parametrisations of hadronic scattering amplitudes, and comp...
We present the results of several parametrizations to two different ensemble of data on pp total cro...
Exact analytical forms of solutions for dispersion relations for amplitudes and dispersion relations...
Proofs are given of exact analytical solutions for general principal value integrations of the dispe...
We discuss novel dispersion relations in differential form, connecting real and imaginary parts of e...
We discuss some formal and practical aspects related to the replacement of Integral Dispersion Relat...
We report on fits of a large class of analytic amplitude models for forward scattering against the c...
peer reviewedAn analysis of the data on forward $pp, \bar pp, \pi^{\pm}p$ and $K^{\pm}p$ scattering ...
Integral and derivative dispersion relations (DR) are considered for the forward scattering pp and $...
We discuss some formal and fundamental aspects related with the replacement of integral dispersion r...
We demonstrate that integral dispersion relations for hadron-hadron scattering amplitudes can be rep...
We extend previous work concerning the construction of unitary scattering amplitudes that correspond...
Two-photon exchange (TPE) contributions to elastic electron-proton scattering in the forward regime ...
We extend previous work concerning the construction of unitary scattering amplitudes that correspond...
A Liu-Okubo-type dispersion relation is derived for the crossing-even pion-nucleon forward elastic s...
We consider several classes of analytic parametrisations of hadronic scattering amplitudes, and comp...
We present the results of several parametrizations to two different ensemble of data on pp total cro...
Exact analytical forms of solutions for dispersion relations for amplitudes and dispersion relations...
Proofs are given of exact analytical solutions for general principal value integrations of the dispe...
We discuss novel dispersion relations in differential form, connecting real and imaginary parts of e...
We discuss some formal and practical aspects related to the replacement of Integral Dispersion Relat...
We report on fits of a large class of analytic amplitude models for forward scattering against the c...
peer reviewedAn analysis of the data on forward $pp, \bar pp, \pi^{\pm}p$ and $K^{\pm}p$ scattering ...
Integral and derivative dispersion relations (DR) are considered for the forward scattering pp and $...
We discuss some formal and fundamental aspects related with the replacement of integral dispersion r...
We demonstrate that integral dispersion relations for hadron-hadron scattering amplitudes can be rep...
We extend previous work concerning the construction of unitary scattering amplitudes that correspond...
Two-photon exchange (TPE) contributions to elastic electron-proton scattering in the forward regime ...
We extend previous work concerning the construction of unitary scattering amplitudes that correspond...
A Liu-Okubo-type dispersion relation is derived for the crossing-even pion-nucleon forward elastic s...
We consider several classes of analytic parametrisations of hadronic scattering amplitudes, and comp...
We present the results of several parametrizations to two different ensemble of data on pp total cro...