79 citations · 164 across the 8 of their papers we have counts for
8 papers
Low-energy potential scattering in two and three dimensions
N. N. Khuri, Andre Martin, Jean-Marc Richard +1
Conditions are established for the existence of a scattering length and an effective range in the low-energy expansion of the S-wave phase-shift of a central potential in two and t…
Why the Real Part of the Proton-Proton Forward Scattering Amplitude Should be Measured at the LHC
C. Bourrely, N. N. Khuri, A. Martin +2
For the energy of 14 TeV, to be reached at the Large Hadron Collider (LHC), we have had for some time accurate predictions for both the real and imaginary parts of the forward prot…
Universality of Low-Energy Scattering in 2+1 Dimensions: The Non Symmetric Case
N. N. Khuri, Andre Martin, Pierre C. Sabatier +1
For a very large class of potentials, , , we prove the universality of the low energy scattering amplitude, . The result is $f=\sq…
Bound States in one and two Spatial Dimensions
K. Chadan, N. N. Khuri, A. Martin +1
In this paper we study the number of bound states for potentials in one and two spatial dimensions. We first show that in addition to the well-known fact that an arbitrarily weak a…
Bound States in n Dimensions (Especially n = 1 and n = 2)
N. N. Khuri, A. Martin, T. T. Wu
We stress that in contradiction with what happens in space dimensions , there is no strict bound on the number of bound states with the same structure as the semi-classic…
Inverse Scattering, the Coupling Constant Spectrum, and the Riemann Hypothesis
N. N. Khuri
We use inverse scattering methods, generalized for a specific class of complex potentials, to construct a one parameter family of complex potentials V(s, r) which have the property…