Inequalinies for stochastic integrals with respect to a strong martingale

We investigate the properties of the random fields connected with stochastic intergals with respect to a twoparameter continuous strong square-integrable martingale in the case when a martingale and integrands depend from limits of integration. We prove the inequalities for the moments of unifirm norm and modulus of continuity of trajectories of continuous modifications of such fields.