Can the Jacobian matrix formed from some equations be converted into the Transfer Function?

Can the Jacobian matrix formed from some equations be converted into the transfer function? Actually I have 6 equations and got the Jacobian matrix formed from those equations by keeping some parameters as variables and some as constants.Now I want the state space equations and then convert it into transfer function,please can someone help me.

[sumanta]

yes, ithink this is possible. we have to just write them in terms of vector equation which are having differentiation terms.Then take laplace transformation. or in time domain we can put (like position ,velocity or acceleration vectors etc..) then separate Y(s) and X(s) to find out transfer function.