In Chemical Graph Theory, connectivity indices have been found useful in practical application. Recently, the ve-degree concept is defined in Graph Theory. In this paper, we introduce the multiplicative product connectivity ve-degree index, multiplicative sum connectivity ve-degree index, multiplicative atom bond connectivity ve-degree index and multiplicative geometric-arithmetic ve-degree index of a molecular graph. Furthermore we compute these multiplicative connectivity ve-degree indices of chemically interesting networks like dominating oxide and regular triangulate oxide networks.