We investigate structure functions in the 2-dimensional (asymptotically free) non-linear O(n) sigma-models using the non-perturbative S-matrix bootstrap program. In particular the exact small (Bjorken) x behavior is derived. Structure functions in the special case of the n=3 model are accurately computed over the whole x range for $-q^2/M^2<10^5$, and some moments are compared with results from renormalized perturbation theory. Some results concerning the structure functions in the 1/n approximation are also presented
We present a new estimate of the exponent governing the small-x behaviour of the nonsinglet structur...
In the nonlinear O( N ) sigma model at N = 3 unexpected cutoff effects have been found before with s...
We present a non-perturbative method for the study of the O(N+1)-version of the linear sigma-model. ...
We investigate structure functions in the 2--dimensional (asymptotically free) non--linear O$(n) \si...
We investigate structure functions in the 2--dimensional (asymptotically free) non--linear O$(n) \si...
By using the results of a high-statistics (O(10^7) measurements) Monte Carlo simulation we test seve...
We investigate the relation between on-shell and zero-momentum non-perturbative quantities entering ...
We investigate the relation between on-shell and zero-momentum non-perturbative quantities entering...
In this work the two dimensional O(N) symmetric non-linear #sigma# model is studied with different b...
We compute the beta-function and the anomalous dimension of all the non-derivative operators of the ...
We have performed a high statistics Monte Carlo simulation to investigate whether the two-dimensiona...
The off-shell dynamics of the O(3) nonlinear sigma--model is probed in terms of spectral densities a...
Recently generated long strong-coupling series for the two-point Green's functions of asymptotically...
Noncompact SO(1,N) sigma-models are studied in terms of their large N expansion in a lattice formula...
Multi-particle form factors of local operators in integrable models in two dimensions seem to have t...
We present a new estimate of the exponent governing the small-x behaviour of the nonsinglet structur...
In the nonlinear O( N ) sigma model at N = 3 unexpected cutoff effects have been found before with s...
We present a non-perturbative method for the study of the O(N+1)-version of the linear sigma-model. ...
We investigate structure functions in the 2--dimensional (asymptotically free) non--linear O$(n) \si...
We investigate structure functions in the 2--dimensional (asymptotically free) non--linear O$(n) \si...
By using the results of a high-statistics (O(10^7) measurements) Monte Carlo simulation we test seve...
We investigate the relation between on-shell and zero-momentum non-perturbative quantities entering ...
We investigate the relation between on-shell and zero-momentum non-perturbative quantities entering...
In this work the two dimensional O(N) symmetric non-linear #sigma# model is studied with different b...
We compute the beta-function and the anomalous dimension of all the non-derivative operators of the ...
We have performed a high statistics Monte Carlo simulation to investigate whether the two-dimensiona...
The off-shell dynamics of the O(3) nonlinear sigma--model is probed in terms of spectral densities a...
Recently generated long strong-coupling series for the two-point Green's functions of asymptotically...
Noncompact SO(1,N) sigma-models are studied in terms of their large N expansion in a lattice formula...
Multi-particle form factors of local operators in integrable models in two dimensions seem to have t...
We present a new estimate of the exponent governing the small-x behaviour of the nonsinglet structur...
In the nonlinear O( N ) sigma model at N = 3 unexpected cutoff effects have been found before with s...
We present a non-perturbative method for the study of the O(N+1)-version of the linear sigma-model. ...