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 2. Definition of affine geometry by a group of transformations.  
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 3. Order in affine and projective geometry.  Canad. Math. Bull. 6 (1963), 37-43.

 4. Some properties of localization and normalization.  Proc. Amer. Math. Soc. 16 
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 5. Free derivation modules on algebraic varieties.  Amer. J. Math. 87 (1965), 
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 6. Balanced field extensions.  Amer. Math. Monthly 73 (1966), 373-374.  
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 7. Transcendental Numbers.  Queen's Papers in Pure and Applied Mathematics, No. 7, 
    Queen's University, Kingston, Ontario, 1966. vii+83 pp.

 8. On the Jacobian ideal of the module of differentials.  
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 9. Rational singularities, with applications to algebraic surfaces and unique 
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10. Appendix to chapter two of:  O. Zariski, Algebraic Surfaces, Springer-Verlag, 
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11. Stable ideals and Arf rings.  Amer. J. Math. 93 (1971), 649-685.

12. Picard schemes of formal schemes; application to rings with discrete 
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13. Absolute saturation of one-dimensional local rings.  Amer. J. Math. 97 (1975), 
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14. Relative Lipschitz-saturation.  Amer. J. Math. 97 (1975), 791-813.  
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15. Introduction to resolution of singularities.  In "Algebraic Geometry," (Proc. 
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16. Unique factorization in complete local rings.  In "Algebraic Geometry," (Proc. 
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17. The Picard group of a scheme over an Artin ring.  Inst. Hautes Études Sci. 
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18. Desingularization of two-dimensional schemes.  Annals of Math. 107 (1978), 
    151- 207.

19. Double-point resolutions of deformations of rational singularities.  
    Compositio Math. 38 (1979), 37-43.

20. Rings with discrete divisor class group:  Theorem of Danilov-Samuel.  
    Amer. J. Math. 101 (1979), 203-211.

21. (with P. Blass)  Remarks on adjoints and arithmetic genera of algebraic 
    varieties.  Amer. J. Math. 101 (1979), 331-336.

22. (with G. Hopkins)  An elementary theory of Grothendieck's residue symbol.  
    C.R. Math. Rep. Acad. Sci. Canada 1 (1979), 169-172.

23. (with B. Teissier)  Introduction to volume 4 of the Collected Papers of  
    Oscar Zariski.  M.I.T. Press, Cambridge, Mass., 1979, 1-13.

24. (with B. Teissier) Pseudo-rational local rings and a theorem of 
    Briançon-Skoda about integral closures of ideals.  
    Michigan Math. J. 28 (1981), 97-116.

25. (with A. Sathaye) Jacobian ideals and a theorem of Briançon-Skoda.  
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26. Equimultiplicity, reduction, and blowing up.  In "Commutative Algebra:  Analytic 
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27. Quasi-ordinary singularities of surfaces in C3.  In "Singularities" 
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28. (with Y.-N. Gau) Differential invariance of multiplicity.  In "Singularities"
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29. (with Y.-N. Gau) Differential invariance of multiplicity on analytic 
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30. Dualizing sheaves, differentials and residues on algebraic varieties. 
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31. (with A. Sommese) On blowing down projective spaces in singular varieties.  
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32. Residues and traces of differential forms via Hochschild homology.  
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33. Topological invariants of quasi-ordinary singularities.  
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34. On complete ideals in regular local rings.  In "Algebraic Geometry and 
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35. (with A. Gottlieb) Group-theoretic axioms for projective geometry.  
    Canad. J. Math 43 (1991), 89-107.

36. (with S.L. Kleiman and B. Ulrich) The source double-point cycle of a finite 
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    Press, Cambridge, 1992, 199-212. 

37. (with P. Sastry)  Regular differentials and equidimensional scheme-maps.
    Journal of Algebraic Geometry 1 (1992), 101-130.

38. Adjoints and polars of simple complete ideals in two-dimensional regular 
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39. Proximity inequalities for complete ideals in two-dimensional regular 
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40. Cohen-Macaulayness in graded algebras.  Math. Research Letters 1 (1994), 
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41. Adjoints of ideals in regular local rings.  Math. Research Letters 1 (1994), 
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42. (with S.L. Kleiman and B. Ulrich)  The multiple-point schemes of a finite 
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43. (with L. Alonso Tarrío and A. Jeremías López)  Local homology and cohomology 
    on schemes.  Ann. Sci. École Normale Supérieure, 30 (1997), 1-39.

44. (with W. Huang) Differential invariants of embeddings of manifolds in complex 
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45. (with L. Alonso Tarrío and A. Jeremías López) Duality and flat base change on
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46. (with L. Alonso Tarrío and A. Jeremías López) Greenlees-May duality on 
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47. Non-noetherian Grothendieck duality.  Contemporary Math. 244 (1999), 115-123.

48. Equisingularity and simultaneous resolution of singularities. In 
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49. Collected Papers of Joseph Lipman. Queen's Papers in Pure and Applied
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50. Lectures on local cohomology and duality. In "Local Cohomology and 
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51. (with K. Watanabe) Integrally closed ideals in two-dimensional regular
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52. (with S. Nayak and P. Sastry) Pseudofunctorial behavior of Cousin complexes 
    on formal schemes.  Contemporary Math. 375 (2005), 3-133.

53. (with H.-J. Chiang-Hsieh)  A numerical condition for simultaneous
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54. (with A. Neeman)  Quasi-perfect scheme-maps and boundedness
    of the twisted inverse image functor. Illinois J. Math. 51 (2007),
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55. A vanishing theorem for finitely supported ideals in regular local rings. 
    Michigan Math. J. 57 (2008), 573-585.

56. Notes on Derived Functors and Grothendieck Duality.  In "Foundations of
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57. (with L. Avramov, S.B. Iyengar and S. Nayak) Reduction of derived
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58. (with L. Avramov and S.B. Iyengar) Reflexivity and rigidity for complexes, 
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59. (with L. Avramov and S.B. Iyengar) Reflexivity and rigidity for complexes, 
    II: Schemes. Algebra & Number Theory 5 (2011), 379-429. 

60. (with L. Alonso Tarrío and A. Jeremías López)
    Bivariance, Grothendieck duality and Hochschild homology, I:
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61. (with L. Alonso Tarrío and A. Jeremías López)
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62. (with S.B. Iyengar and A. Neeman) Relation between two twisted inverse image
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63. Adjoint associativity: an invitation to algebra in ∞-categories.  
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64. (with A. Neeman) On the fundamental class of an essentially smooth scheme-map.  
    Algebraic Geometry 5 (2018), 131-159.