1 citations · 1 across the 7 of their papers we have counts for
7 papers
Geometric Scaling and the Odderon
Michal Praszalowicz
Based on geometric scaling of elastic and possibly cross-sections, we derive simple formulae for the complex crossing-even and crossing-odd scattering amplitudes in…
Geometric scaling in elastic collisions
Michał Praszałowicz
Geometric scaling was conjectured and observed at the ISR more than 50 years ago. We argue that it still holds at the LHC. We show that the dip-bump structures of the differential…
Universal properties of elastic pp cross section from the ISR to the LHC
Michał Praszałowicz
We explore the phenomenology of the property that the ratio of bump to dip {\em positions} of the elastic differential cross section is constant over the energy range from the…
Geometric scaling of elastic cross section at the LHC
Michał Praszałowicz
We show that geometric scaling conjectured and observed at the ISR more than 50 years ago, still holds at the LHC. We discuss regularities of the dip-bump structures of the differe…
Scaling of the elastic proton-proton cross-section
Michał Praszałowicz, Cristian Baldenegro, Christophe Royon +1
We discuss scaling properties of the elastic cross-section both at the ISR and the LHC. We observe that the ratio of bump to dip positions of the differential cross-section $d…
Scaling properties of elastic pp cross-section
Michal Praszalowicz, Cristian Baldenegro, Christophe Royon +1
We show that the elastic differential cross-section has a unique universal property that the ratio of bump-to-dip position is constant from the energies of the ISR to the LHC.…
Scaling laws of elastic proton-proton scattering differential cross sections
Cristian Baldenegro, Michal Praszalowicz, Christophe Royon +1
We show that elastic scattering differential cross sections as function of the four-momentum transfer square have a universal property, such that the ratio of bu…