Article:Math.DG/9903083/unidentified-references

  

 D.~M. Austin. \newblock Equivariant {Floer} groups for binary polyhedral spaces. \newblock {\em Math. Ann.}, 302:295--322, 1995.  

 D.~M. Austin and P.~J. Braam. \newblock Equivariant {Floer} theory and gluing {Donaldson} polynomials. \newblock {\em Topology}, 35:167--200, 1996.  

 P.~J. Braam and S.~K. Donaldson. \newblock Floer's work on instanton homology, knots and surgery. \newblock In H.~Hofer, C.~H. Taubes, A.~Weinstein, and E.~Zehnder, editors,   {\em The Floer Memorial Volume}, pages 195--256. Birkh\"auser, 1995.  

 T.~D. Cochran and R.~E. Gompf. \newblock Applications of {Donaldson's} theorems to classical knot concordance,   homology $3$-spheres and property {$P$}. \newblock {\em Topology}, 27:495--512, 1988.  

 S.~K. Donaldson. \newblock Floer homology groups in {Yang-Mills} theory. \newblock To appear in Cambridge University Press.  

 S.~K. Donaldson. \newblock An application of gauge theory to four dimensional topology. \newblock {\em J.~Differential Geometry}, 18:279--315, 1983.  

 S.~K. Donaldson. \newblock The orientation of {Yang-Mills} moduli spaces and 4-manifold   topology. \newblock {\em J.~Differential Geometry}, 26:397--428, 1987.  

 S.~K. Donaldson. \newblock Polynomial invariants for smooth four-manifolds. \newblock {\em Topology}, 29:257--315, 1990.  

 S.~K. Donaldson and P.~B. Kronheimer. \newblock {\em The Geometry of Four-Manifolds}. \newblock Oxford University Press, 1990.  

 S.~Dostoglou and D.~A. Salamon. \newblock Self-dual instantons and holomorphic curves. \newblock {\em Ann. of Math.}, 139:581--640, 1994.  

 R.~Fintushel and R.~J. Stern. \newblock {A $\mu$-invariant one homology $3$-sphere that bounds an orientable   rational ball}. \newblock In C.~Gordon and R.~Kirby, editors, {\em Four-manifold theory}, pages   265--268, 1982.  

 A.~Floer. \newblock An instanton invariant for 3-manifolds. \newblock {\em Comm. Math. Phys.}, 118:215--240, 1988.  

 M.~H. Freedman and L.~Taylor. \newblock {$\Lambda$}-splitting $4$-manifolds. \newblock {\em Topology}, 16:181--184, 1977.  

 K.~A. Fr{\o}yshov. \newblock In preparation.  

 K.~A. Fr{\o}yshov. \newblock The {Seiberg-Witten} equations and four-manifolds with boundary. \newblock {\em Math. Res. Letters}, 3:373--390, 1996.  

 D.~Husemoller and J.~Milnor. \newblock {\em Symmetric Bilinear Forms}. \newblock Springer-Verlag, 1973.  

 R.~Kirby. \newblock A calculus for framed links in {$S^3$}. \newblock {\em Inv. Math.}, 45:35--56, 1978.  

 R.~Kirby. \newblock {\em The topology of $4$-manifolds}, volume 1374 of {\em Lecture   Notes in Mathematics}. \newblock Springer-Verlag, 1989.  

 D.~Kotschick. \newblock {$SO(3)$}-invariants for 4-manifolds with $b_2^+=1$. \newblock {\em Proc. London Math. Soc.}, 63(3):426--448, 1991.  

 P.~B. Kronheimer. \newblock Instanton invariants and flat connections on the {Kummer} surface. \newblock {\em Duke Math. J.}, 64:229--241, 1991.  

 P.~B. Kronheimer and T.~S. Mrowka. \newblock Embedded surfaces and the structure of {Donaldson's} polynomial   invariants. \newblock {\em J.~Differential Geometry}, 41:573--734, 1995.  

 V.~{Mu\~noz}. \newblock {Fukaya-Floer homology of $\Sigma\times S^1$ and applications}. \newblock {\em J.~Differential Geometry}, 53:279--326, 1999.  

 V.~{Mu\~noz}. \newblock {Ring structure of the Floer cohomology of $\Sigma\times S^1$}. \newblock {\em Topology}, 38:517--528, 1999.  

 R.~Stong. \newblock A structure theorem and a splitting theorem for simply-connected   smooth $4$-manifolds. \newblock {\em Math. Res. Letters}, 2:497--503, 1995.  

 C.~H. Taubes. \newblock Casson's invariant and gauge theory. \newblock {\em J.~Differential Geometry}, 31:547--599, 1990.