Article:Math.DG/9801030/unidentified-references

 \addcontentsline{toc}{section}{References} 

 W. Chen: {\sl Casson invariant and Seiberg-Witten gauge theory}, preprint.   

 W. Chen: {\sl  Dehn surgery formula for Seiberg-Witten invariants of homology 3-spheres}, {\sf dg-ga 9703009}.  

 R. Fintushel, R. Stern: {\sl  Instanton homology of Seifert fibred homology three spheres}, Proc. London Math. Soc. {\bf 61}(1990), 109-137.  

 F. Hirzebr\"{u}ch, D. Zagier: {\sl The Atiyah-Singer Index Theorem and Elementary Number Theory},  Math. Lect. Series {\bf 3}, Publish or Perish Inc., Boston,  1974.  

 M. Jankins, W. D. Neumann: {\sl Lectures On Seifert Manifolds}, Brandeis Lecture Notes, 1983.   

  P. Kronheimer, T. Mrowka: {\sl Lectures at the 1st International Press Conference at U.C. Irvine, 1996}   

 M. Marcolli: {\sl Equivariant Seiberg-Witten-Floer homology}, {\sf dg-ga 9606003}.  

 J.W. Milnor: {\sl On polylogarithms, Hurwitz zeta functions and the Kubert identities}, L'Enseignement Math\'{e}matique, {\bf 29}(1983), p.281-322.   

 L. J. Mordell: {\sl  Lattice points in a tetrahedron and generalized  Dedekind sums }, J. Indian Math. Soc., {\bf 15}(1951), 41-46.  

 T. Mrowka, P. Ozsvath, B. Yu: {\sl Seiberg-Witten monopoles  on Seifert fibered spaces}, MSRI preprint, 1996/93.  

 W. Neumann, J. Wahl: {\sl Casson invariant of links of singularities}, Comment. Math. Helvetici, {\bf 65}(1990), 58-78.  

 L.I. Nicolaescu: {\sl Adiabatic limits of the  Seiberg-Witten equations on Seifert manifolds},  to appear in Comm. Anal. and Geom..  

 L.I. Nicolaescu: {\sl Finite energy Seiberg-Witten moduli spaces on 4-manifolds bounding Seifert fibrations}, {\sf dg-ga 9711006}.  

 H. Rademacher: {\sl Some remarks on certain generalized Dedekind sums}, Acta Arithmetica, {\bf 9}(1964), 97-105.  

 H. Rademacher, E. Grosswald: {\sl Dedekind Sums }, The Carus Math. Monographs, MAA, 1972.  

 H. Rademacher: {\sl Topics in Analytic Number Theory}, Springer Verlag, 1973.  

 P. Scott: {\sl The geometries of 3-manifolds}, Bull. London. Math. Soc. {\bf 15}(1983), 401-487.