M. Kreck

发表

Proposal of a population wide genome-based testing for Covid-19

H. Lehrach, B. Lange, L. Ogilvie, 2022, Scientific Reports.

M. Kreck, 2009 .

2 4 Fe b 20 00 On the cut and paste property of higher signatures of a closed oriented manifold by Eric Leichtnam and Wolfgang Lück with an appendix Mapping tori of special diffeomorphisms by

Eric Leichtnam, M. Kreck, W. Lück, 2008 .

On 5-manifolds with free fundamental group and simple boundary links in S5

M. Kreck, Yang Su, 2016, 1602.01943.

ON THE STAR-CONSTRUCTION FOR TOPOLOGICAL 4-MANIFOLDS

P. Teichner, M. Kreck, I. Hambleton, 2005 .

Cancellation of lattices and finite two-complexes.

M. Kreck, I. Hambleton, 1993 .

Immersions of punctured 4-manifolds

M. Freedman, P. Teichner, M. Kreck, 2022, 2208.03064.

The Novikov Conjecture: Geometry and Algebra

M. Kreck, 2005 .

On the classification of 1‐connected 7‐manifolds with torsion free second homology

M. Kreck, 2018, Journal of Topology.

Mapping class group of manifolds which look like $3$-dimensional complete intersections.

M. Kreck, Yang Su, 2020, 2009.08054.

Rohlin invariants, integrality of some spectral invariants and bordism of spin diffeomorphisms

M. Kreck, T. Fischer, 1990 .

A geometric description of differential cohomology

T. Schick, U. Bunke, M. Kreck, 2010 .

Back to the Roots: A Discrete Kermack–McKendrick Model Adapted to Covid-19

Matthias Kreck, Erhard Scholz, E. Scholz, 2021, Bulletin of Mathematical Biology.

Isotopy classes of diffeomorphisms of (k-1)-connected almost-parallelizable 2k-manifolds

Matthias Kreck, M. Kreck, 1979 .

Cancellation, elliptic surfaces and the topology of certain four-manifolds.

M. Kreck, I. Hambleton, 1993 .

NONCONNECTED MODULI SPACES OF POSITIVE SECTIONAL CURVATURE METRICS

M. Kreck, S. Stolz, 1993 .

Some nondiffeomorphic homeomorphic homogeneous 7-manifolds with positive sectional curvature

M. Kreck, S. Stolz, 1991 .

A diffeomorphism classification of 7-dimensional homogeneous Einstein manifolds with $\mathrm{SU}(3) \times \mathrm{SU}(2) \times \mathrm{U}(1)$-symmetry

M. Kreck, S. Stolz, 1988 .

TOPOLOGICAL 4-MANIFOLDS WITH GEOMETRICALLY TWO-DIMENSIONAL FUNDAMENTAL GROUPS

P. Teichner, M. Kreck, I. Hambleton, 2008, 0802.0995.

Smooth structures on algebraic surfaces with finite fundamental group

M. Kreck, I. Hambleton, 1988 .

Smooth structures on algebraic surfaces with cyclic fundamental group

M. Kreck, I. Hambleton, 1988 .

On the classification of topological 4-manifolds with finite fundamental group

M. Kreck, I. Hambleton, 1988 .

Homotopy Self-Equivalences of 4-Manifolds

M. Kreck, I. Hambleton, 2004 .

Classification and stable classification of manifolds: some examples

M. Kreck, J. Schafer, 1984 .

HP2-bundles and elliptic homology

M. Kreck, S. Stolz, 1993 .

Se p 20 05 Topological rigidity for non-aspherical manifolds by

M. Kreck, W. Lück, 2005 .

Topological rigidity for non-aspherical manifolds

W. Lueck, M. Kreck, 2005, math/0509238.

Non-diffeomorphic but homeomorphic knottings of surfaces in the 4-sphere

O. Viro, M. Kreck, S. Finashin, 1988 .

Exotic knottings of surfaces in the 4-sphere

O. Viro, M. Kreck, S. Finashin, 1987 .

Finiteness and infiniteness results for Torelli groups of (hyper-)Kähler manifolds

M. Kreck, Yang Su, 2019, Mathematische Annalen.

h-cobordisms between 1-connected 4-manifolds

M. Kreck, 2001, math/0101163.

cobordisms between 1 – connected 4 – manifolds

M. Kreck, 2001 .

Bordism of Diffeomorphisms and Related Topics

M. Kreck, 1984 .

Mathematische Zeitschrift Homotopy Self-Equivalences of 4-Manifolds

M. Kreck, I. Hambleton, 2004 .

Homotopy self-equivalences of 4-manifolds

M. Kreck, I. Hambleton, 2003, math/0307314.

Nonorientable 4-manifolds with fundamental group of order 2

P. Teichner, M. Kreck, I. Hambleton, 1994 .

Free abelian covers, short loops, stable length, and systolic inequalities

Alexander I. Suciu, M. Kreck, 2002, math/0207143.

Differential Algebraic Topology: From Stratifolds to Exotic Spheres

M. Kreck, 2010 .

Studying the course of Covid-19 by a recursive delay approach

Matthias Kreck, Erhard Scholz, E. Scholz, 2021, medRxiv.

Inertia groups of smooth embeddings

A. Skopenkov, M. Kreck, 2005 .

G T ] 5 M ay 2 00 7 CLASSIFICATION OF SMOOTH EMBEDDINGS OF 4-MANIFOLDS IN THE 7-SPACE

A. Skopenkov, M. Kreck, 2007 .

Cancellation of hyperbolic forms and topological four-manifolds.

M. Kreck, I. Hambleton, 1993 .

Recognizing products of surfaces and simply connected 4-manifolds

M. Kreck, I. Hambleton, 2013, 1303.1759.

Some closed 4-manifolds with exotic differentiable structure

M. Kreck, 1984 .

Geometry of Low-dimensional Manifolds: On the homeomorphism classification of smooth knotted surfaces in the 4-sphere

M. Kreck, 1991 .

Cutting and pasting of involutions and fiberings over the circle within a bordism class

M. Kreck, J. Hermann, 1975 .

Manifolds with unique differentiable structure

M. Kreck, 1984 .

Involutions on 3-Manifolds and Self-dual, Binary Codes

M. Kreck, V. Puppe, 2007, 0707.1599.

On the Classification of Manifolds Up to Finite Ambiguity

M. Kreck, G. Triantafillou, 1991, Canadian Journal of Mathematics.

Cobordism of odd-dimensional diffeomorphisms

M. Kreck, 1976 .

Counterexamples to the Kneser conjecture in dimension four

P. Teichner, M. Kreck, W. Lück, 1995 .

“Stable Prime Decompositions of Four-Manifolds” by

P. Teichner, M. Kreck, W. Lück, 2003 .

On the classification of topological 4-manifolds with finite fundamental group: corrigendum

M. Kreck, I. Hambleton, 2018 .

Bulletin of the Manifold Atlas - definition (2013) Orientation of manifolds - definition*

M. Kreck, 2013 .

A quick proof of the rational Hurewicz theorem and a computation of the rational homotopy groups of spheres

S. Klaus, M. Kreck, 2004, Mathematical Proceedings of the Cambridge Philosophical Society.

An inverse to the Poincaré conjecture

M. Kreck, M. Kreck, 2001 .

Positive topological field theories and manifolds of dimension 5

P. Teichner, M. Kreck, 2007 .

On the concept of genus in topology and complex analysis

Friedrich Hirzebruch, Matthias Kreck, F. Hirzebruch, 2009 .

REVIEW OF THE NOVIKOV CONJECTURE: GEOMETRY AND ALGEBRA BY MATTHIAS KRECK AND WOLFGANG LÜCK, OBERWOLFACH SEMINARS, VOL. 33, BIRKHÄUSER, BASEL–BOSTON–BERLIN, 2005, ISBN 3-7643-7141-2

M. Kreck, W. Lück, 2022 .

Mapping class group of manifolds which look like $3$-dimensional complete intersections.

M. Kreck, Yang Su, 2020, 2009.08054.

OF THE AMERICAN MATHEMATICAL SOCIETY Volume 82 , Number 5 , September 1976 BORDISM OF DIFFEOMORPHISMS BY

M. Kreck, 2007 .

A geometric description of smooth cohomology

T. Schick, U. Bunke, M. Kreck, 2009, 0903.5290.

A geometric description of differential cohomology@@@Une description géométrique de la cohomologie différentielle

T. Schick, U. Bunke, M. Kreck, 2010 .