| Reference: | [ 1 ] H , Appelgate and H , Onishi , The Jacobian Conjecture in Two Variables) Journal of Pure and Applied Algebra 37 ( 1985 ) ,215 -227.
[ 2 ] H , Bass, E , H , Connell and D . Wright, The Jacobian Conjecture: reduction of degree and formal expansion of the inverse) Bulletin of The A.M.S. Z ( 1982 ) ) 287 - 330 .
[ 3 ] A . M . Garsia and S . A . Joni , A New Expression for Umbral Operators and Power Series Inversion, A.M.S , 64 . No, 1 ,1977 ,179-185,
[ 4 ] S . A . Joni , Lagrange Inversion in Higher Dimensions and Umbral Operators , Linear and Multilinear Algebra 6 ( 1978 ) , 111 -121 .
[ 5 ] A . Nowicki, On the Jacobian Conjecture in Two Variables) Journal of Pure and Applied Algebra 50 ( 1988 ) 7 195 - 207 .
[ 6 ] S . S . Wang) A Jacobian Criterion for separability, J . Algebra 65 ( 1980 ) , 453 - 494
[ 7] D . Zeilberger ,Toward a Combinatorial Proof of the Jacobian Conjecture? , Springer - Verlag , Lecture Notes in Mathematics ,( 1985 ) , 370 - 380 ` |
