In this thesis, the electron-nucleon scattering in noncommutative space-time has studied, the concept for this calculation should first be discussed noncommutative space-time. Then head for the interactions noncommutative space several active of important interactions with photon Fermions interaction that has been used to study, to continuance Parton model in particle physics is introduced, leading to the appearance of the bjorken scaling and calan-Gross relations as the most important achievement in this study o noncommutative space-time have been studied. Then cross section the electron-nucleon scattering in commutative space-time and the first order in noncommutative space-time calculated that scattering tensors electron, nucleon and quark the first order in noncommutative space-time to get that only for scattering tensor nucleon in noncommutative space reforms and a new structure function and the scattering tensors electron and quark the first order in noncommutative space-time any change do not. Finally we can conclude that since the scattering cross section relation for elastic interaction electron of on any Partons nucleon independence of parameter noncommutative, therefore the structure function that scattering tensor nucleon in noncommutative space, we should be zero and thus can be said that the bjorken scaling and calan-Gross relatio the first order in noncommutative space-time as commutative space is indefeasible . Key Words noncommutative space-time, electron-nucleon scattering, bjorken scaling, Parton model, cross section