Some Properties Of Distributional Wedge Products

This paper deals with some properties of distributional wedge products.The distributional wedge product is defined for mappings with (?) and any ordered (?)-tuples I= (i1,…,i(?)) and J= (j1,…,j(?)) by the rule farφ∈C₀^∞(Ω).By using Poincare-Sobolev inequality, Whitney decomposition, maximal function, and Orlicz function we give some properties of distributional wedge products. That is, we study the order of distributional wedge product, L1 integrability and the convolution of distributional wedge product with the mollifier.