| 
               Geometry & Topology Monographs 4
              (2002) 263–279 
             | 
          
        
        
          
            | 1 | 
            P S Aspinwall,
            A Lawrence, Derived
            categories and zero-brane stability, J. High Energy
            Phys. (2001) 27 MR1867069 | 
          
          
            | 2 | 
            M F Atiyah,
            Complex analytic
            connections in fibre bundles, Trans. Amer. Math. Soc.
            85 (1957) 181–207 MR0086359 | 
          
          
            | 3 | 
            A Beauville,
            Variétés
            Kähleriennes dont la première classe de Chern est
            nulle, J. Differential Geom. 18 (1983) MR730926 | 
          
          
            | 4 | 
            H U Boden,
            C M Herald, The
            SU(3) Casson invariant for integral homology
            3–spheres, J. Differential Geom. 50 (1998)
            147–206 MR1678493 | 
          
          
            | 5 | 
            M Britze, M A
            Nieper, Hirzebruch–Riemann–Roch formulae on
            irreducible symplectic Kähler manifolds arXiv:math.AG/0101062 | 
          
          
            | 6 | 
            Caldararu, Derived
            categories of twisted sheaves on Calabi–Yau
            manifolds, PhD thesis, Cornell University (2000) | 
          
          
            | 7 | 
            D S Freed, M
            Hopkins, C Teleman, in preparation | 
          
          
            | 8 | 
            R Goto,
            Rozansky–Witten invariants of log symplectic
            manifolds, from: "Integrable systems, topology, and physics
            (Tokyo, 2000)", Contemp. Math. 309, Amer. Math. Soc. (2002)
            69–84 MR1953353 | 
          
          
            | 9 | 
            D Guan, Examples of compact
            holomorphic symplectic manifolds which are not Kählerian
            II, Invent. Math. 121 (1995) 135–145 MR1345287 | 
          
          
            | 10 | 
            N Habegger, G
            Thompson, The universal perturbative quantum
            3–manifold invariant, Rozansky–Witten invariants,
            and the generalized Casson invariant, preprint (1999) | 
          
          
            | 11 | 
            N Hitchin, J
            Sawon, Curvature and
            characteristic numbers of hyper–Kähler
            manifolds, Duke Math. J. 106 (2001) 599–615
            MR1813238 | 
          
          
            | 12 | 
            D Huybrechts,
            Finiteness
            results for compact hyperkähler manifolds, J.
            Reine Angew. Math. 558 (2003) 15–22 MR1979180 | 
          
          
            | 13 | 
            M Kapranov,
            Rozansky–Witten
            invariants via Atiyah classes, Compositio Math. 115
            (1999) 71–113 MR1671737 | 
          
          
            | 14 | 
            M Kapranov, E
            Vasserot, Kleinian
            singularities, derived categories and Hall algebras,
            Math. Ann. 316 (2000) 565–576 MR1752785 | 
          
          
            | 15 | 
            M Kontsevich,
            Rozansky–Witten
            invariants via formal geometry, Compositio Math. 115
            (1999) 115–127 MR1671725 | 
          
          
            | 16 | 
            M Kontsevich,
            Deformation
            quantization of Poisson manifolds, Lett. Math. Phys. 66
            (2003) 157–216 MR2062626 | 
          
          
            | 17 | 
            P B Kronheimer,
            The
            construction of ALE spaces as hyper–Kähler
            quotients, J. Differential Geom. 29 (1989)
            665–683 MR992334 | 
          
          
            | 18 | 
            P B Kronheimer,
            H Nakajima, Yang–Mills
            instantons on ALE gravitational instantons, Math. Ann.
            288 (1990) 263–307 MR1075769 | 
          
          
            | 19 | 
            T T Q Le,
            J Murakami, T Ohtsuki, On a
            universal perturbative invariant of 3–manifolds,
            Topology 37 (1998) 539–574 MR1604883 | 
          
          
            | 20 | 
            C Lescop, Global
            surgery formula for the Casson–Walker invariant,
            Annals of Mathematics Studies 140, Princeton University Press
            (1996) MR1372947 | 
          
          
            | 21 | 
            N Reshetikhin,
            V G Turaev, Invariants of
            3–manifolds via link polynomials and quantum
            groups, Invent. Math. 103 (1991) 547–597 MR1091619 | 
          
          
            | 22 | 
            J D Roberts, S
            Willerton, On the Rozansky–Witten weight
            systems, in preparation | 
          
          
            | 23 | 
            J D Roberts, J
            Sawon, S Willerton, On the Rozansky–Witten
            TQFT, in preparation | 
          
          
            | 24 | 
            L Rozansky, E
            Witten, Hyper–Kähler
            geometry and invariants of three-manifolds, Selecta
            Math. (N.S.) 3 (1997) 401–458 MR1481135 | 
          
          
            | 25 | 
            S M Salamon,
            Quaternion–Kähler geometry, from: "Surveys in
            differential geometry: essays on Einstein manifolds", Surv.
            Differ. Geom., VI, Int. Press, Boston (1999) 83–121
            MR1798608 | 
          
          
            | 26 | 
            J Sawon, The
            Rozansky–Witten invariants of hyper–Kähler
            manifolds, from: "Differential geometry and applications
            (Brno, 1998)", Masaryk Univ. (1999) 429–436 MR1708931 | 
          
          
            | 27 | 
            J Sawon, A new
            weight system on chord diagrams via hyperkähler
            geometry, from: "Quaternionic structures in mathematics and
            physics (Rome, 1999)", Univ. Studi Roma “La
            Sapienza” (1999) 349–363 MR1848675 | 
          
          
            | 28 | 
            G Segal, A
            Selby, The
            cohomology of the space of magnetic monopoles, Comm.
            Math. Phys. 177 (1996) 775–787 MR1385085 | 
          
          
            | 29 | 
            S Sethi, M
            Stern, E Zaslow, Monopole and
            dyon bound states in N=2 supersymmetric Yang–Mills
            theories, Nuclear Phys. B 457 (1995) 484–510
            MR1367232 | 
          
          
            | 30 | 
            G Thompson, On the
            generalized Casson invariant, Adv. Theor. Math. Phys. 3
            (1999) 249–280 MR1736793 | 
          
          
            | 31 | 
            D P Thurston,
            Wheeling: a diagrammatic analogue of the Duflo
            isomorphism, PhD thesis, University of California, Berkeley
            (2000) arXiv:math.QA/0006083 | 
          
          
            | 32 | 
            P Vogel, Algebraic
            structurs on modules of diagrams, preprint (1995) | 
          
          
            | 33 | 
            E Witten, Quantum
            field theory and the Jones polynomial, Comm. Math.
            Phys. 121 (1989) 351–399 MR990772 |