Kaisa Nyberg and Takashi Satoh gave some methods for constructing multiple output bent functions in paper respectively

while these bent functions belong to Maiorana-McFarland bent functions.In this paper

an optimizing method for multiple output bent functions in paper is presented by using Cryptographic functions` input-variety compounding reversible transform.As a result

many new multiple output bent functions were obtained

and these functions have following properties:(1)they do not belong to Maiorana-McFarland bent functions;(2)they have highest algebraic degree and maximal number of output bits;(3)they also have good construction number.Moreover

it also means that compounding reversible transform is very useful for constructing good Cryptographic functions and the method is concise and easily implemented.