Prof. Dr. Gerhard Pfister Publications
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Books

  1. H. Kurke / G. Pfister / M. Roczen: Henselsche Ringe und algebraische Geometrie,
    Deutscher Verlag der Wissenschaften Berlin 1975

  2. H. Kurke / T. Mostowski / G. Pfister / D. Popescu / M. Roczen: Die Approximationseigenschaft
    lokaler Ringe, Lecture Notes 634, Springer 1978

  3. O.A. Laudal / G. Pfister: Local Moduli and Singularities, Lecture Notes 1310, Springer 1988

  4. T. de Jong / G. Pfister: Local Analytic Geometry, Vieweg 2000

  5. appeared in Springer Series: Advanced Lectures in Mathematics 2013

  6. G.-M. Greuel / G. Pfister: A Singular Introduction to Commutative Algebra, Springer 2002

  7. second edition 2007

  8. Co-author of the
     Lexikon der Mathematik, Spektrum Verlag 2002

  9. S. Cojocaru/ G. Pfister/ V. Ufnarovski (Eds.):Computational Commutative and Non-commutative Algebraic Geometry, NATO Science Series III, Computer and Systems Sciences 196 (2005)
  10. C. Lossen/ G. Pfister (Eds.): Singularities and Computer Algebra. LMS Lecture Notes 324 , Cambridge University Press (2006)
  11. B. Kreußler/ G. Pfister: Mathematik für Informatiker, Springer 2009
  12. G. Pfister/ S. Steidel: Lecture Notes in Local Analytic Geometry, Publications du CIMPA, Lahore (2012)
  13. W. Decker/ G. Pfister: A First Course in Computational Algebraic Geometry, AIMS Library Series, Cambridge University Press 2013
  14. W. Decker/ G. Pfister / M. Schulze: Singularities and Computer Algebra - Festschrift for Gert-Martin Greuel On the Occasion of his 70th Birthday,Springer 2017
  15. I. Burban / S. Janeczko / G. Pfister / S.S.T. Yau / H. Zuo: Special Issue: In Honor of Prof. Gert-Martin Greuels 75th Birthday. Pure and Applied Mathematics Quarterly Volume 16 (4) 2020
  16. G. Pfister /A. Ploski : Plane Algebroid Curves in Arbitrary Characteristic, IMPAN Lecture Notes 4. Warsaw: Polish Academy of Science, Institute of Mathematics (2022)
  17. W. Decker /G. Pfister: Algebraic Geometry in Applications, in preparation

Articles

  1. R. Holzapfel / G. Pfister / M. Roczen: Primärzerlegungstheorie in Abelschen Kategorien. Humboldt-Universität 1968
  2. G. Pfister: Die Grundlagen der Theorie der algebraischen Vektorbündel, Diplomarbeit Humboldt-Universität 1970
  3. G. Pfister: Die Approximation formaler Schnitte, Dissertation Humboldt-Universität 1971
  4. G. Pfister: Ringe mit Approximationseigenschaft, Mathematische Nachrichten 57 (1973), 169-175
  5. G. Pfister: Algebraische Räume und ihre geometrische Realisierung, Mathematische Nachrichten 57 (1973), 177-182
  6. G. Pfister / M. Roczen: Algebraische Geometrie I, Wissenschaft und Fortschritt 10/1973
  7. G. Pfister / M. Roczen: Algebraische Geometrie II, Wissenschaft und Fortschritt 12/1973
  8. G. Pfister: Treuflache Äquivalenzrelationen in der Kategorie der lokal geringten Räume, Beiträge zur Algebra und Geometrie 3 (1974), 123-130
  9. G. Pfister: Einige Bemerkungen zur Struktur lokaler henselscher Ringe, Beiträge zur Algebra und Geometrie 4 (1975), 47-51
  10. G. Pfister / D. Popescu:Die strenge Approximationseigenschaft lokaler Ringe, Inventiones math. 30, 145-174 (1975)
  11. H.J. Fitzner /W. Kleinert/ H. Kurke /G. Pfister/ M. Roczen / T. Zink : Modulprobleme in der algebraischen Geometrie I, Beiträge zur Algebra und Geometrie 4 (1975), 93-150;
  12. H.J. Fitzner /W. Kleinert / H. Kurke /G. Pfister/ M. Roczen / T. Zink : Modulprobleme in der algebraischen Geometrie II, Beiträge zur Algebra und Geometrie 5 (1975) 75-130;
  13. G. Pfister / M. Roczen: Algebraische ausgezeichnete Deformationen in der Ebene, Mathematische Nachrichten 72 (1976), 145-149
  14. G. Pfister: Transzendente Zahlen, Wissenschaft und Fortschritt 25/1976
  15. G. Pfister / M. Roczen: Zum Satz von Weierstrass-Grauert für algebraische Potenzreihen, Rev. Roum. Math. XXI (9), 1976, 1261-1267
  16. G. Pfister / M. Roczen: Ein Vorbereitungssatz für Ideale in algebraischen Potenzriehen, Bull. Acad. Polonaise XXIV (5) 1976, 315-318
  17. G. Pfister: On the property of approximation of two-dimensional local rings, Bull. Math. Roumanie 20 (68), 1976, 359-361
  18. G. Pfister: Schlechte henselsche Ringe, Bull. Acad. Polonaise XXV (11) 1977, 1083-1088
  19. H.J. Fitzner /W. Kleinert/ H. Kurke /G. Pfister/ M. Roczen / T. Zink : Modulprobleme in der algebraischen Geometrie III, Beiträge zur Algebra und Geometrie 7 (1978), 91-144
  20. G. Pfister /M. Roczen: Die Approximationseigenschaft von Primidealen, Bull. Acad. Polonaise XXVII (10) 1979, 771-778
  21. T. Mostowski / G. Pfister: Der Cohensche Eliminationssatz in positiver Charakteristik, Beiträge zur Algebra und Geometrie (8) 1979, 115-123
  22. G. Pfister /D. Popescu: On three dimensional local rings with the property of approximation, Rev. Roum. Math. XXVI (2) 1981, 301-307
  23. A. Brezuleanu /G. Pfister: Excellent henselian rings not containing their residue field, Rev. Roum. Math. XXVI (10) 1981, 1295-1298
  24. G. Pfister: Invariants of singularities and Newton polyhedron, Proceedings of the week of algebraic geometry Bucharest 1980, Teubner-Texte zur Mathematik 40 (1981), 123-138
  25. H. Kurke / G. Pfister: Weierstrass categories and the property of approximation, Mathematische Nachrichten 109 (1982), 249-279
  26. B. Martin / G. Pfister: Milnor Number of Complete Intersections and Newton Polygons, Math. Nachr. (1983) 159-177
  27. M. Estrada / G. Pfister: Anillos locales Henselianos y excelentes, Revista Ciencias Matematicas V (3) (1984), 35-42
  28. B. Martin / G. Pfister: Distinguished deformations of isolated singularities of plane curves, in Lecture Notes 1056 (1984),255-263
  29. G.-M. Greuel / B. Martin/ G. Pfister: Numerische Charakterisierung Quasihomogener Gorenstein-Kurven-Singularitäten, Math. Nachr. 124 (1985) 123-131
  30. O.A. Laudal / B. Martin / G. Pfister: Moduli of irreducible plane curve singularities with semigroup (a,b), Proc. Conference on Algebraic Geometry, Berlin 1985, Teubner-Texte zur Mathematik 92 (1986), 236-258
  31. O.A. Laudal / B. Martin / G. Pfister: Moduli of plane curve singularities with C*-action, Banach-Center publication series 20 (1987), 255-278
  32. B. Martin / G. Pfister: The moduli of irreducible curve singularities with the semigroup <5,11>, Rev. Roumaine (1988) XXXIII (4) 359-368
  33. B. Martin / G. Pfister:The kernel of the Kodaira-Spencer map of the versal µ-constant deformation of an irreducible plane curve singularity with C*-action, J. Symbolic Computation (1989) 7, 527-531
  34. G. Pfister / Schönemann:Singularities with exact Poincaré complex but not quasihomogeneous, Revista Mathematica Madrid (2) 2y3 (1989), 161-171
  35. B. Martin / G. Pfister: Singularities of moduli spaces, Lecture Notes Comp. Sc. 376 (1989) 311-312
  36. I. Luengo /G. Pfister: Normal forms and moduli spaces of curve singualrities with semigroup <2p, 2q, 2pq+d>, Compositio Math. 76, 247-264 (1990)
  37. G. Pfister: The tangent cone algorithm and some applications to algebraic geometry, Proceedings of the MEGA-conference 1990, Birkhäuser Vol. 94 (1991)
  38. S. Aouira / G. Pfister: Weakly quasihomogeneous hypersurface singularities in positive characteristic, Math. Z. 208, 645-666 (1991)
  39. G. Pfister / J.H.M. Steenbrink:Reduced Hilbert scheme for irreducible curve singularities, Journal of Pure and Applied Algebra 77 (1992) 103-116
  40. T. Mora / G. Pfister / C. Traverso:An Introduction to the tangent cone algorithm, Advances in computing research, issued in Robotics and nonlinear geometry (6), 199-270 (1992)
  41. G.-M. Greuel /G. Pfister: Geometric quotients of unipotent group actions, Proc. London Math. Soc. (3), 67 (1993), 75-105
  42. G.-M. Greuel / G. Pfister: Moduli spaces for torsion free modules on curve singularities I, J. Algebraic Geometry 2 (1993) 81-135.
  43. G.-M. Greuel / G. Pfister: Moduli for Singularities, Lecture Notes of London Math. Soc. 201 (1994), 119-146
  44. H. Grassmann / G.-M. Greuel / B. Martin / W. Neumann / G. Pfister / W. Pohl / H. Schönemann / T. Siebert: Standard bases, syzygies and their implementation in SINGULAR. In: Beiträge zur angewandten Analysis und Informatik. Shaker, Aachen (1994),69-96.
  45. G.-M. Greuel / G. Pfister: On moduli spaces of semiquasihomogeneous singularities. In Progress in Mathematics, Vol. 134, Birkhäuser 1996, 171-185.
  46. G. Pfister / D. Popescu: Deformations of maximal Cohen-Macaulay modules. Math. Z. (223) 1996, 309-332.
  47. H. Grassmann / G.-M. Greuel / B. Martin / W. Neumann / G. Pfister / W. Pohl / H. Schönemann / T. Siebert: On an implementation of standard bases and syzygies in SINGULAR. AAECC (7) 1996, 235-249.
  48. G.-M. Greuel / G. Pfister: Advances and improvements in the theory of standard bases. Arch. d. Math. (66) 1996, 163-176.
  49. Greuel, G.-M. / C. Hertling / G. Pfister: Moduli spaces of semiquasihomogeneous singularities with fixed principal part. J. of Alg. Geom. (6) 1997, 169-199.
  50. Greuel, G.-M. / G. Pfister: Algorithmic Ideal Theory, DMV Seminar October 1997
  51. F. Enescu / G. Pfister / D. Popescu: Infinitesimal module deformations in the Thom-Sebastiani-Problem, Arch. Math. (69) 1997, 196-208
  52. B. Martin / G. Pfister / D. Popescu: Maximal Cohen-Macaulay modules over rings of type xt+y3, Rev. Roumaine Math. Pures Appl. (42) 1997, 7--8, 591--619
  53. G.-M. Greuel / G. Pfister / H. Schönemann: Singular - A Computer Algebra System for Singularity Theory, Algebraic Geometry and Commutative Algebra, Computer Science Journal of Moldova, vol. 5, no.1(13) 1997, 3--9
  54. G.-M. Greuel / G. Pfister / H. Schönemann: Singular, A System for Polynomial Computations, version 1.2, User Manual . In: Reports On Computer Algebra, number 21. Centre for Computer Algebra, University of Kaiserslautern, June 1998
  55. G.-M. Greuel /G. Pfister: Geometric quotients of unipotent group actions II. In: Singularities, The Brieskorn Anniversary Volume, 27-36, Birkhäuser 1998.
  56. W. Decker / G.-M. Greuel / G. Pfister: Primary decomposition: algorithms and comparisons.In: Greuel, G.-M.; Matzat,B. H.; Hiß, G. (Eds.), Algorithmic Algebra and Number Theory, Springer Verlag, Heidelberg, (1998) 187-220.
  57. G.-M. Greuel / G. Pfister: Gröbner bases and algebraic geometry. In: B. Buchberger and F. Winkler (ed.): Gröbner Bases and Applications. LNS 251. CUP 1998, 109-143.
  58. W. Decker / G.-M. Greuel /T. De Jong/ G. Pfister: The normalisation: a new algorithm, implementation and comparisons. In: Proc. EUROCONFERENCE Computational Methods for Representations of Groups and Algebras (1.4.-5.4.1997), Progress in Mathematics, Vol. 173 Birkhäuser 1999, 177-185.
  59. G. Pfister / D. Popescu: A Family of Cohen--Macaulay Modules over Singularities of Type xt+y3, Communications in Algebra, (27,6) 1999, 2555--2572
  60. V. Ene / G. Pfister / D. Popescu: Betti Numbers for p-stable Ideals, Communications in Algebra (28,3) 2000, 1515--1531
  61. T. De Jong / G. Pfister: On Grauert's Approximation Theorem, Sitzungsberichte der Berliner Mathematischen Gesellschaft 1997-2000,53-64
  62. G.-M. Greuel / G. Pfister / H. Schönemann: Singular - A Computer Algebra System for Polynomial Computations. In: Symbolic Computation and Automated Reasoning, The Calculemus-2000 Symposium (Ed. Manfred Kerber and Michael Kohlhase), 2001, 227-233
  63. R. Laza / G. Pfister / D. Popescu: Maximal Cohen-Macaulay modules over the cone of an elliptic curve, Journal of Algebra 253 (2002), 209-236
  64. G.-M.Greuel / G. Pfister : Computer Algebra And Finite Groups, In Proceedings of the ICMS, Beijing 2002, 4-14.
  65. G. Pfister : A Problem in Group Theory Solved by Computer Algebra, In Proceedings of the Conference Commutative Algebra, Singularities and Computer Algebra, Sinaia 2002, Kluwer Academic Publishers 2003, 217-223.
  66. T. Bandman /G.-M.Greuel / F. Grunewald / B. Kunyavskii /G. Pfister / E. Plotkin: Identités en deux variables pour le groupes résolubles finis, C.R., Math., Acad. Sci. Paris 337 (9)(2003), 581-586.
  67. V. Levandovskyy/G. Pfister: An Introduction to the Commutative and Non-commutative Computer Algebra: Gröbner bases as a Tool for Homological Algebra. Lecture Notes of the Advanced School and Conference on Non-Commutative Geometry, ICTP August 2004
  68. A.Frühbis-Krüger / G.Pfister: Practical Aspects of Resolution of Singularities, Reports on Computer Algebra (ZCA Kaiserslautern, Germany) 2004
  69. C. Baciu / V. Ene / G. Pfister / D. Popescu: Rank two Cohen-Macaulay modules over singularities of type x1^3+x2^3+x3^3+x4^3, Journal of Algebra 292 (2005),447-491
  70. A.Frühbis-Krüger / G.Pfister: Some Applications of Resolution of Singularities from a Practical Point of View, Proceedings of the Conference Computational Commutative and Non-commutative Algebraic Geometry, Chisinau 2004, NATO Science Series III, Computer and Systems Sciences 196 (2005),104-117
  71. A.Frühbis-Krüger / G.Pfister: Auflösung von Singularitäten, DMV-Mitteilungen 13-2 (2005),89-105
  72. A.Frühbis-Krüger / G.Pfister: Algorithmic Resolution of Singularities, In: C. Lossen, G. Pfister: Singularities and Computer Algebra. LMS Lecture Notes 324, Cambridge University Press 157-184 (2006)
  73. C. Lossen/ G. Pfister: Aspects of Gert-Martin Greuel's Mathematical Work. In: C. Lossen, G. Pfister: Singularities and Computer Algebra. LMS Lecture Notes 324, Cambridge University Press (2006), xvii-xxxvi
  74. T. Bandman /G.-M.Greuel / F. Grunewald / B. Kunyavskii /G. Pfister / E. Plotkin: Identities for finite solvable groups and equations in finite simple groups, Compositio Math. 142 (2006), no.3, 734-764.
  75. G.-M. Greuel / G.Pfister: SINGULAR and Applications,Jahresbericht der DMV 108 (4),167-196 (2006)
  76. G.Pfister: On Modular Computation of Standard Basis, Analele Stiintifice ale Univ. Ovidius, Mathematical Series XV (1),129-137(2007)
  77. Greuel, G.M. / Pfister, G. / Schönemann, H.: SINGULAR: a computer algebra system for polynomial computations, ACM Commun. Comput. Algebra 42, No. 3, 180-181 (2008).
  78. G.Pfister: Computing in Commutative Algebra: in Combinatorial and Computational Aspects of Commutative Algebra, Publications du CIMPA, Lahore (2009)
  79. N.Idrees/ G.Pfister/ S. Steidel: Parallelization of Modular Algorithms, Journal of Symbolic Computation 46(2011) 672-684
  80. G.Pfister/ A. Sadiq/ S. Steidel: An Algorithm for Primary Decomposition in Polynomial Rings over the Integers, Cent. Eur. J. Math., 9(4) 2011, 897-904
  81. M.A. Binyamin/ G. Pfister/ S. Steidel: About the Computation of the Signature of Surface Singularities z^N+g(x,y)=0, Cent. Eur. J. Math., 10(1) 2012, 271-276
  82. V. Levandovskyy/ G. Pfister/ V.G. Romanovski: Evaluating Cyclicity of Cubic Systems with Algorithms of Computational Algebra, Communications on Pure and Applied Analysis 11 (5) 2023-2035 (2012)
  83. J. Böhm/ W. Decker/ S. Laplagne/ G. Pfister/ A. Steenpaß/ S. Steidel: Parallel Algorithms for Normalization,Journal of Symbolic Computation 51, 99-114 (2013)
  84. S. Al-Rashed/ G. Pfister: Numerical Decomposition of Affine Algebraic Varieties,Analele Stiintifice ale Universitatii Ovidius Constanta, Seria Matematica, vol. 22(2), 193-215 (2014)
  85. D. Afzal/ F. Kanwal Janjua/ G. Pfister/ S. Steidel: Solving via Modular Methods,in Bridging Algebra, Geometry, and Topology,Springer Proceedings in Mathematics & Statistics Volume 96,1-9 (2014)
  86. F. Kanwal Janjua/ G. Pfister: A Classifier for Simple Space Curve Singularities, Studia Scientiarum Mathematicarum Hungarica 51(1), 92-104 (2014)
  87. D.J. Bates/ W. Decker/ J.D. Hauenstein/ C. Peterson/ G. Pfister/ F.-O. Schreyer/ A.J. Sommese/ C.W. Wampler: Comparison of probabilistic algorithms for analyzing the components of an affine algebraic variety, Applied Mathematics and Computation 231, 619-633 (2014)
  88. D. Afzal/ G. Pfister: A Classifier for Simple Isolated Complete Intersection Singularities, Studia Scientiarum Mathematicarum Hungarica 52(1),1-11 (2015)
  89. N. Idrees/ G. Pfister/ A. Sadiq: An Algorithm to Compute a Primary Decomposition of Modules in Polynomial Rings over the Integers, Studia Scientiarum Mathematicarum Hungarica 52(1),40-51 (2015)
  90. J. Böhm/ W. Decker/ C. Fieker/ G. Pfister: The Use of bad Primes in rational Reconstruction, Math. Comp. 84 (2015), 3013-3027
  91. D. Afzal/ G. Pfister: A Classifier for Unimodular Isolated Complete Intersection Space Curve Singularities, An. St. Univ. Ovidius Constanta 24(1),95-119 (2016)
  92. J. Böhm / W. Decker / C. Fieker / S. Laplagne / G. Pfister: Bad Primes in Computational Algebraic Geometry,Proceedings of ICMS 2016 Volume 9725 of Lecture Notes in Computer Science (LNCS),93-101 (2016)
  93. G. Pfister / D. Popescu: Constructive General Neron Desingularization for one Dimensional Local Rings, Journal of Symbolic Computation 80(2017),570-580
  94. D. Afzal / F. Afzal / S. Mubarak / G. Pfister / A. Yaqub: Unimodular ICIS, a Classifier, Studia Scientiarum Mathematicarum Hungarica 54(3)(2017),332-361
  95. J. Böhm / M. Marais / G. Pfister:A Classification Algorithm for Complex Singularities of Corank and Modality up to Two, Singularities and Computer Algebra - Festschrift for Gert-Martin Greuel On the Occasion of his 70th Birthday, Springer 2017, 21-46
  96. K. Mehmood / G. Pfister: Unimodal Singularities of Parametrized Plane Curves, Bull. Math. Soc. Sci. Math. Roumanie, 60(108) 4, (2017), 417-424.
  97. D. Afzal / S. Kanwal / G. Pfister: Tangent Space at the Orbit of an Algebraic Group Action, Bull. Math. Soc. Sci. Math. Roumanie 61 (109) 2 (2018),135-146
  98. G. Pfister / D. Popescu: Construction of Neron Desingularization for Two Dimensional Rings, in Böckle, G., Decker, W. , Malle, G. (Eds.) Algorithmic and Experimental Methods in Algebra, Geometry, and Number Theory, Springer (2018), 549-559
  99. J. Böhm/ W. Decker/ S. Laplagne/ G. Pfister: Local to global Algorithms for the Gorenstein Adjoint Ideal of a Curve, in Böckle, G., Decker, W. , Malle, G. (Eds.) Algorithmic and Experimental Methods in Algebra, Geometry, and Number Theory, Springer (2018), 51-96
  100. C. Eder / G. Pfister / A. Popescu : On Signature-based Gröbner Bases over Euclidean Rings.ISSAC'17-Proceedings of the 2017 ACM International Symposium on Symbolic and Algebraic Computation, 141-148, ACM, New York, (2017)
  101. A. Khalid / G. Pfister / D. Popescu: An Uniform General Neron Desingularization in Dimension One, J. Algebra Appl. 17, No. 6, Article ID 1850105, 10 p. (2018)
  102. S. Kanwal / G. Pfister: Standard Bases with Special Generators of the Leading Ideal, Bull. Math. Soc. Sci. Math. Roumanie 61(109) 1, 69-81 (2018),
  103. Z. Kosar / G. Pfister / D. Popescu: Constructive Neron Desingularization of Algebras with Big Smooth Locus, Commun. Algebra 46(5),1902-1911 (2018),
  104. K. Mehmood / G. Pfister: Simple Singularities of Parametrized Plane Curves in Positive Characteristic, Commun. Algebra 46, No. 9, 3996-4006 (2018)
  105. S. Aslam / M.A. Binyamin / G. Pfister : Recognition of Unimodal Map Germes from the Plane to the Plane by Invariants, Int.J. Algebra Comput. 28, No. 7, 1199-1208 (2018)
  106. J. Böhm / W. Decker / S. Laplagne / G. Pfister: Computing Integral Bases via Localization and Hensel Lifting, J. Symb. Comput. 109, 283-324 (2022)
  107. C. Eder / G. Pfister / A. Popescu : Standard Bases over Euclidean Domains, Journal of Symbolic Computation 102(2021),21-36
  108. G. Pfister / A. Steenpass : On the Primary Decomposition of Some Determinantal Hyperedge Ideal , J. Symb. Comput. 103, 14-21 (2021)
  109. G.-M. Greuel/ G. Pfister: Semicontinuity of singularity invariants in families of formal power series. Fernandez de Bobadilla, Javier (ed.) et al., Singularities and their interaction with geometry and low dimensional topology. In honor of Andras Nemethi on the occasion of his 60th birthday. Selected papers based on the presentations at the conference Nemethi60: geometry and topology of singularities, Budapest, Hungary, May 2019. Cham: Birkh\"auser. Trends Math., 207-245 (2021)
  110. N. Javed/ G. Pfister: Simple Singularities of Parametrized Space Curves in Positive Characteristic, Bull. Math. Soc. Sci. Math. Roumanie 65 (113) (1), 2022, 35-62
  111. M. A. Binyamin/ K. Mehmood/ G. Pfister: Simple Singularities of Reducible Curves in Characteristic p>0, Commun. Algebra 50, No. 3, 1010-1037 (2022)
  112. G.-M. Greuel/ G. Pfister: On Delta for parameterized Curve Singularities, J. Algebra 615, 151-169 (2023)
  113. G.-M. Greuel/ G. Pfister: History of Singular and its relation to Zariski's multiplicity conjecture, in de Bobadilla, Javier Fernandez Topological equisingularity: old problems from a new perspective (with an appendix by G.-M. Greuel and G. Pfister on Singular). Cisneros-Molina, Jose Luis (ed.) et al., Handbook of geometry and topology of singularities III. Cham: Springer. 145-202 (2022).
  114. G.-M. Greuel/ G. Pfister: The Delta Invariant and Fiberwise Normalization for Families of Isolated Non-Normal Singularities.Proc. of 16th International Workshop on Singularities, Sao Carlos, 2020. Journal of Singularities 25, 173-196 (2022)
  115. M. A. Binyamin/ K. Mehmood/ G. Pfister: On the Mond's Classification of Simple Map Germs from C^2 to C^3, C.R. Acid. Bulg. Sci. 74,1109-1119 (2021)
  116. G.-M. Greuel/ G. Pfister/ Schönemann, H.:Using Semicontinuity for Standard Bases Computations . Math. Comput. Sci. 16, No. 4, Paper No. 21, 11 p. (2022)
  117. J. Böhm / M. Marais / G. Pfister: Classification of Complex Singularities with Non-Degenerate Newton Boundary. arXiv:2010.10185
  118. M. A. Binyamin / G.-M. Greuel / K. Mehmood / G. Pfister: Classification of Unimodal Parametric Plane Curve Singularities in Positive Characteristic. arXiv:2301.09409
  119. J. Böhm / M. Marais / G. Pfister: Moduli Parameters of Complex Singularities with Non-Degenerate Newton Boundary. arXiv:2402.05093
  120. T. H. Pham / G. Pfister / G.-M. Greuel : Classification of simple 0-dimensional isolated complete intersection singularities. arXiv:2404.19728

Translations

  1. Kaluzhnin, L.A. Primzahlzerlegung. Übersetzung aus dem Russischen von G. Pfister und L. Boll. (Kleine Ergänzungsreihe zu den Hochschulbüchern für Mathematik. XXIII.) Berlin: VEB Deutscher Verlag der Wissenschaften (1971).
  2. Dieudonné, J. Grundzüge der modernen Analysis. Band 4. Übersetzung aus dem Französischen von Herbert Kurke, Gerhard Pfister und Marko Roczen. VEB Deutscher Verlag der Wissenschaften, Berlin, 1976.
  3. Dieudonné, J. Grundzüge der modernen Analysis. Band 4. Übersetzung aus dem Französischen von Herbert Kurke, Gerhard Pfister und Marko Roczen. Logik und Grundlagen der Mathematik. Band 19. Braunschweig: Friedr. Vieweg & Sohn (1976).
  4. Smirnov, V.I. Lehrgang der höheren Mathematik. Teil III/1. 9. Aufl. Übersetzung nach der 5. Aufl. aus dem Russischen unter Anleitg. v. L. Kaluzhnin. Überarb. nach d. 9. ber. russ. Aufl. 1967 v. G. Pfister. Hochschulbücher für Mathematik, Bd. 3. Berlin: VEB Deutscher Verlag der Wissenschaften (1979).
  5. Gnedenko, B. W.; Chintschin, A. J. Elementare Einführung in die Wahrscheinlichkeitsrechnung. Translated from the Russian by Karl-Heinz Rupp, Gerhard Pfister and Ludwig Boll. Kleine Ergänzungsreihe zu den Hochschulbüchern für Mathematik, VIII. VEB Deutscher Verlag der Wissenschaften, Berlin, 1983.
Univ. of Kaiserslautern • Dept. of Mathematics • WG Algebra & Geometry • CAS SINGULAR • KIS