G. Laures, N. Ganter: Codes, vertex operators and Topological modular forms , arXive 2103.13636, (2021)

G. Laures, B. Schuster: Towards a splitting of the K(2)-local string bordism spectrum , Proc. Amer. Math. Soc. 147 (2019), no. 1, 399–410. 55N34 (22E66 55P20)

G. Laures, M. Olbermann: Cannibalistic Classes of String Bundles , Manuscripta Math. 156 (2018), no. 3-4, 273–298. 55N34 (55N22 57R20)

Nils A. Baas; G. Laures: Singularities and Quinn Spectra , Münster J. Math. 10 (2017), no. 1, 1–17.

M. Banagl, G. Laures, J.E. McClure: The L-Homology fundamental class for IP-spaces and the stratified Novikov conjecture , Selecta Math. (N.S.) 25 (2019), no. 1, Art. 7, 104pp. 57N80 (19G24 55N33 557R20 57R67)

G. Laures, M. Olbermann: TMF₀(3)-characteristic classes for String bundles Mathematische Zeitschrift, February 2016, Volume 282, Issue 1, pp 511-533.

G. Laures, J. McClure: Commutativity properties of Quinn spectra , submitted 2013.

G. Laures: Characteristic classes in TMF of level Γ ₁(3) , Trans. Am. Math. Soc. 368 (2016), no. 10, pp. 7339-7357. © AMS

G. Laures, J. McClure: Multiplicative properties of Quinn spectra , Forum Math. 26 (2014), no.4, 1117-1185.

G. Laures: Toda brackets and modular forms , Algebraic & Geometric Topology 11 (2011) 1893-1914.

M. Behrens, G. Laures: ß-family congruences and the ⨏-invariant , Geometry & Topology Monograph Volume 16, 9-29, 2009.

G. Laures, M. Szymik: Grundkurs Topologie, Spektrum Akademischer Verlag, © Springer 2007

G. Laures: K(1)-local topological modular forms , Inventiones Mathematicae 157, No. 2 (2004), 371 - 403. © Springer Verlag

N. Kitchloo, G. Laures, W.S. Wilson: The Morava K-theories of spaces related to BO , Advances in Math. 189 (2004), 192-236. © Elsevier

N. Kitchloo, G. Laures, W.S. Wilson: Splittings of bicommutative Hopf algebras , J. Pure Appl. Algebra 194, 159-168, 2004. © Elsevier

G. Laures: An E_∞ -splitting of spin bordism , Am. J. of Math. 125 No. 5 (2003), 977-1027. © The Johns Hopkins University Press

G. Laures: An E_∞ -splitting of spin bordism with applications to real K-theory and topological modular forms , Habilitationsschrift Mai 2001, Universität Heidelberg, 106 pages.

G. Laures: Characteristic numbers from 2-cocycles on formal groups , J. Pure Appl. Algebra, 172/2-3 pp. 239-256, 2002. © Elsevier

N. Kitchloo, G. Laures: Real structrures and Morava K-theories , K-theory 25(3): 201-214; Mar 2002. © Kluwer

G. Laures: On cobordism of manifolds with corners , Trans. Am. Math. Soc. 352 no. 12, pp. 5667-5688, 2000. © AMS

G. Laures: The topologigal q-expansion principle , Topology 38 No. 2, pp. 387-425, 1999. © Elsevier

J.D. Christensen, G. Laures: Notes on Cobordism , MIT lecture notes based on a course given by H.R. Miller, MIT 1994, 126 pages.

G. Laures: The topologigal q-expansion principle , PhD thesis, MIT 1996, 51 pages.

G. Laures: Parametrisierte Spektren , Topologie und nichtkommutative Geometrie, Nr. 69, Heidelberg, 1993, 35 pag

G. Laures, N. Ganter: Codes, vertex operators and Topological modular forms , arXive 2103.13636, (2021)

G. Laures, B. Schuster: Towards a splitting of the K(2)-local string bordism spectrum , Proc. Amer. Math. Soc. 147 (2019), no. 1, 399–410. 55N34 (22E66 55P20)

G. Laures, M. Olbermann: Cannibalistic Classes of String Bundles , Manuscripta Math. 156 (2018), no. 3-4, 273–298. 55N34 (55N22 57R20)

Nils A. Baas; G. Laures: Singularities and Quinn Spectra , Münster J. Math. 10 (2017), no. 1, 1–17.

M. Banagl, G. Laures, J.E. McClure: The L-Homology fundamental class for IP-spaces and the stratified Novikov conjecture , Selecta Math. (N.S.) 25 (2019), no. 1, Art. 7, 104pp. 57N80 (19G24 55N33 557R20 57R67)

G. Laures, M. Olbermann: TMF₀(3)-characteristic classes for String bundles Mathematische Zeitschrift, February 2016, Volume 282, Issue 1, pp 511-533.

G. Laures, J. McClure: Commutativity properties of Quinn spectra , submitted 2013.

G. Laures: Characteristic classes in TMF of level Γ ₁(3) , Trans. Am. Math. Soc. 368 (2016), no. 10, pp. 7339-7357. © AMS

G. Laures, J. McClure: Multiplicative properties of Quinn spectra , Forum Math. 26 (2014), no.4, 1117-1185.

G. Laures: Toda brackets and modular forms , Algebraic & Geometric Topology 11 (2011) 1893-1914.

M. Behrens, G. Laures: ß-family congruences and the ⨏-invariant , Geometry & Topology Monograph Volume 16, 9-29, 2009.

G. Laures, M. Szymik: Grundkurs Topologie, Spektrum Akademischer Verlag, © Springer 2007

G. Laures: K(1)-local topological modular forms , Inventiones Mathematicae 157, No. 2 (2004), 371 - 403. © Springer Verlag

N. Kitchloo, G. Laures, W.S. Wilson: The Morava K-theories of spaces related to BO , Advances in Math. 189 (2004), 192-236. © Elsevier

N. Kitchloo, G. Laures, W.S. Wilson: Splittings of bicommutative Hopf algebras , J. Pure Appl. Algebra 194, 159-168, 2004. © Elsevier

G. Laures: An E_∞ -splitting of spin bordism , Am. J. of Math. 125 No. 5 (2003), 977-1027. © The Johns Hopkins University Press

G. Laures: An E_∞ -splitting of spin bordism with applications to real K-theory and topological modular forms , Habilitationsschrift Mai 2001, Universität Heidelberg, 106 pages.

G. Laures: Characteristic numbers from 2-cocycles on formal groups , J. Pure Appl. Algebra, 172/2-3 pp. 239-256, 2002. © Elsevier

N. Kitchloo, G. Laures: Real structrures and Morava K-theories , K-theory 25(3): 201-214; Mar 2002. © Kluwer

G. Laures: On cobordism of manifolds with corners , Trans. Am. Math. Soc. 352 no. 12, pp. 5667-5688, 2000. © AMS

G. Laures: The topologigal q-expansion principle , Topology 38 No. 2, pp. 387-425, 1999. © Elsevier

J.D. Christensen, G. Laures: Notes on Cobordism , MIT lecture notes based on a course given by H.R. Miller, MIT 1994, 126 pages.

G. Laures: The topologigal q-expansion principle , PhD thesis, MIT 1996, 51 pages.

G. Laures: Parametrisierte Spektren , Topologie und nichtkommutative Geometrie, Nr. 69, Heidelberg, 1993, 35 pag