ON LEPAGEAN EQUIVALENTS AND MULTISYMPLECTIC FORMS

摘要

The paper is devoted to the case of the Lepagean and the multisymplectic forms whose coming from the first order Lagrangian. Contrary to standard aproach we find new class of multisymplectic forms which depend not only on given Lagrangian but on "free" functions. This problem is usefull in variational theories and physical problems.