C. Ringel

发表

QF-3 rings.

H. Tachikawa, C. Ringel, 1975 .

The indecomposable representations of the dihedral 2-groups

C. Ringel, 1975 .

The category of modules with good filtrations over a quasi-hereditary algebra has almost split sequences

C. Ringel, 1991 .

Tame Algebras and Integral Quadratic Forms

C. Ringel, 1985 .

The Catalan combinatorics of the hereditary artin algebras

C. Ringel, 2015, 1502.06553.

Algebraically Compact Modules Arising from Tubular Families. A Survey.

C. Ringel, 2002 .

Tame Algebras Are Wild

C. Ringel, 2007 .

Vinberg’s characterization of dynkin diagrams using subadditive functions with application to DTr-periodic modules

C. Ringel, D. Happel, Udo Preiser, 1980 .

Computational methods for representations of groups and algebras : Euroconference in Essen (Germany), April 1-5, 1997

Claus Michael Ringel, Peter Dräxler, C. Ringel, 1999 .

Green's Theorem on Hall Algebras

C. Ringel, 2007 .

Decomposition of modules over right uniserial rings

C. Ringel, V. Dlab, 1972 .

Monofunctors as reflectors

C. Ringel, 1971 .

A remark on normal forms of matrices

C. Ringel, V. Dlab, 1980 .

The braid group action on the set of exceptional sequences of a hereditary artin algebra

C. Ringel, 1994 .

A construction of rings whose injective hulls allow a ring structure

C. Ringel, V. Dlab, 1973, Journal of the Australian Mathematical Society.

A class of bounded hereditary noetherian domains

C. Ringel, V. Dlab, 1985 .

The spectrum of a finite dimensional algebra

C. Ringel, 1979 .

Hall algebras and quantum groups

Claus Michael Ringel, C. Ringel, 1990 .

The Composition Algebra of a Cyclic Quiver

C. Ringel, 1993 .

Hall algebras revisited

C. Ringel, 1992 .

Representations of Algebras and Related Topics: Lie algebras (arising in representation theory)

C. Ringel, 1992 .

From representations of quivers via Hall and Loewy algebras to quantum groups

C. Ringel, 1992 .

Hall polynomials for the representation-finite hereditary algebras

C. Ringel, 1990 .

Indecomposable representations of orders and Dynkin diagramm

C. Ringel, K. Roggenkamp, 1979 .

Commutative -1 rings

C. Ringel, 1974 .

QF - 1 Rings of Global Dimension ≦ 2

C. Ringel, 1973, Canadian Journal of Mathematics.

SOCLE CONDITIONS FOR QF 1 RINGS

C. Ringel, 1973 .

Rings with the double centralizer property

C. Ringel, V. Dlab, 1972 .

Auslander-reiten sequences with few middle terms and applications to string algebrass

C. Ringel, M. Butler, 1987 .

The preprojective algebra of a modulated graph

C. Ringel, V. Dlab, 1980 .

Representations of K-species and bimodules

C. Ringel, 1976 .

Tame algebras (on algorithms for solving vector space problems. II)

C. Ringel, 1980 .

The number of complete exceptional sequences for a Dynkin algebra

C. Ringel, M. Obaid, S. Nauman, 2013, 1307.7573.

Kawada's theorem

C. Ringel, 1981 .

The Structure of Balanced Rings

C. Ringel, V. Dlab, 1973 .

Infinite Length Modules. Some Examples as Introduction

Claus Michael Ringel, C. Ringel, 2000 .

A class of balanced non-uniserial rings

C. Ringel, V. Dlab, 1971 .

Pathological Modules over Tame Rings

Claus Michael Ringel, C. Ringel, Sheila Brenner, 1976 .

Representations of graphs and algebras

Claus Michael Ringel, Vlastimil Dlab, C. Ringel, 1974 .

On algebras of finite representation type

C. Ringel, V. Dlab, 1975 .

Balanced local rings with commutative residue fields

C. Ringel, V. Dlab, 1972 .

Infinite Dimensional Representations of Canonical Algebras

C. Ringel, I. Reiten, 2002, Canadian Journal of Mathematics.

Hereditary Artinian rings of finite representation type

C. Ringel, D. Simson, P. Dowbor, 1980 .

Socle-determined categories of representations of Artinian hereditary tensor algebras

C. Ringel, K. Roggenkamp, 1980 .

Indecomposable Representations of Graphs and Algebras

Claus Michael Ringel, Vlastimil Dlab, C. Ringel, 1976 .

Bautista and the Development of the Representation Theory or Artin Algebras

C. Ringel, 2022 .

THE REGULAR COMPONENTS OF THE AUSLANDER-REITEN QUIVER OF A TILTED ALGEBRA

C. Ringel, 1988 .

Representations of Algebras: Representation theory of finite-dimensional algebras

C. Ringel, 1986 .

Diagrammatic methods in the representation theory of orders

C. Ringel, K. Roggenkamp, 1979 .

Finite dimensional hereditary algebras of wild representation type

C. Ringel, 1978 .

Infinite dimensional representations of finite dimensional hereditary algebras

C. Ringel, 1979 .

Handbook of Tilting Theory: Appendix: Some remarks concerning tilting modules and tilted algebras. Origin. Relevance. Future.

C. Ringel, 2007 .

Some Remarks Concerning Tilting Modules and Tilted Algebras. Origin. Relevance. Future. (An appendix to the Handbook of Tilting Theory)

C. Ringel, 2006, math/0605712.

Representation theory of finite groups and finite-dimensional algebras : proceedings of the conference at the University of Bielefeld from May 15-17, 1991, and 7 survey articles on topics of representation theory

C. Ringel, G. Michler, F. Algebras, 1991 .

Recent Advances in the Representation Theory of Finite Dimensional Algebras

C. Ringel, 1991 .

Construction of tilted algebras

C. Ringel, D. Happel, 1981 .

THE GLOBAL DIMENSION OF THE ENDOMORPHISM RING OF A GENERATOR-COGENERATOR FOR A HEREDITARY ARTIN ALGEBRA

C. Ringel, G. Elliott, V. Dlab, 2008 .

The Hochschild cocycle corresponding to a long exact sequence

C. Ringel, V. Dlab, 1990 .

Report on the Brauer-Thrall conjectures: Rojter's theorem and the theorem of Nazarova and Rojter (on algorithms for solving vectorspace problems. I)

C. Ringel, 1980 .

The representation type of local algebras

C. Ringel, 1975 .

Separating tubular series

C. Ringel, 1983 .

Exceptional modules are tree modules

C. Ringel, 1998 .

Cluster-concealed algebras

C. Ringel, 2009, 0912.5004.

Invariant subspaces of nilpotent linear operators, I

C. Ringel, M. Schmidmeier, 2006, math/0608666.

Submodule categories of wild representation type

C. Ringel, M. Schmidmeier, 2004, math/0409417.

The representations of tame hereditary algebras

C. Ringel, V. Dlab, 1978 .

Representation Theory of Finite-Dimensional Algebras

C. Ringel, I. Reiten, 2005 .

Directing projective modules

C. Ringel, D. Happel, 1993 .

Algebras whose Auslander-Reiten quivers have large regular components

W. Crawley-Boevey, C. Ringel, 1992 .

The shift orbits of the graded Kronecker modules

C. Ringel, 2018, Mathematische Zeitschrift.

The shift orbits of the graded Kronecker modules

C. Ringel, 2017, 1709.02552.

Generic Representations of Wild Quivers

C. Ringel, 2013, 1307.5400.

Eigenvalues of Coxeter transformations and the Gelfand-Kirillov dimension of the preprojective algebras

C. Ringel, V. Dlab, 1981 .

Perfect elements in the free modular lattices

C. Ringel, V. Dlab, 1980 .

Modules of bounded length in Auslander-Reiten components

C. Ringel, Eugenia Marmolejo, 1988 .

Realizations of Frobenius Functions

C. Ringel, I. Ágoston, E. Lukács, 1998 .

The derived category of a tubular algebra

C. Ringel, D. Happel, 1986 .

The repetitive algebra of a gentle algebra

C. Ringel, 1997 .

On the representation dimension of artin algebras

C. Ringel, 2011, 1107.1861.

An introduction to the representation dimension of artin algebras

C. Ringel, 2008 .

Gorenstein‐projective modules over short local algebras

C. Ringel, Pu Zhang, 2019, Journal of the London Mathematical Society.

The Number of Support-Tilting Modules for a Dynkin Algebra

Mustafa A. A. Obaid, S. Khalid Nauman, Wafaa M. Fakieh, 2014, J. Integer Seq..

The spectral radius of the Coxeter transformations for a generalized Cartan matrix

C. Ringel, 1994 .

Quasi-hereditary algebras and the geometry of representations of algebras

C. Ringel, 2018 .

From submodule categories to preprojective algebras

C. Ringel, Pu Zhang, 2014, Mathematische Zeitschrift.

From submodule categories to preprojective algebras

C. Ringel, Pu Zhang, 2012, 1211.4858.

The minimal representation-infinite algebras which are special biserial

C. Ringel, 2011, 1102.4064.

Commutative QF-1 rings

C. Ringel, 1974 .

The finitistic dimension of a Nakayama algebra

C. Ringel, 2020, Journal of Algebra.

Representations of finite dimensional algebras and related topics in Lie theory and geometry

Claus Michael Ringel, Vlastimil Dlab, C. Ringel, 2004 .

The Auslander-Reiten translation in submodule categories

C. Ringel, M. Schmidmeier, 2005, math/0504301.

The Auslander bijections: how morphisms are determined by modules

C. Ringel, 2013, 1301.1251.

The Gorenstein projective modules for the Nakayama algebras. I

C. Ringel, 2012, 1207.4856.

Representations of quivers over the algebra of dual numbers

C. Ringel, Pu Zhang, 2011, 1112.1924.

On radical square zero rings

C. Ringel, Bao-Lin Xiong, 2011, 1112.1422.

The module theoretical approach to quasi-hereditary algebras

C. Ringel, V. Dlab, 1992 .

Morphisms determined by objects: The case of modules over artin algebras

C. Ringel, 2011, 1110.6734.

Gorenstein-projective and semi-Gorenstein-projective modules

C. Ringel, Pu Zhang, 2018, Algebra & Number Theory.

Binary polyhedral groups and Euclidean diagrams

Dieter Happel, C. Ringel, Udo Preiser, 1980 .

Towards an explicit description of the quantum group of type An

C. Ringel, 1993 .

Quasi-hereditary algebras

C. Ringel, V. Dlab, 1989 .

Auslander algebras as quasi-hereditary algebras

C. Ringel, V. Dlab, 1989 .

Every Semiprimary Ring is the Endomorphism Ring of a Projective Module Over a Quasi-Hereditary Ring

C. Ringel, V. Dlab, 1989 .

The category of good modules over a quasi-hereditary algebra has almost split sequences

C. Ringel, 1989 .

The canonical algebras

C. Ringel, 1990 .

A construction for quasi-hereditary algebras

C. Ringel, V. Dlab, 1989 .

A construction of endofinite modules

C. Ringel, 2019, Advances in Algebra and Model Theory.

The Relevance and the Ubiquity of Prüfer Modules

C. Ringel, 2007 .

A Construction of Endoonite Modules

C. Ringel, 1995 .

REFLECTION FUNCTORS FOR HEREDITARY ALGEBRAS

C. Ringel, 1980 .

Simple reflexive modules over finite-dimensional algebras

C. Ringel, 2020, 2004.12208.

On Modules M such that both M and M∗ are Semi-Gorenstein-Projective

C. Ringel, Pu Zhang, 2020, Algebras and Representation Theory.

On Modules M such that both M and M∗ are Semi-Gorenstein-Projective

C. Ringel, Pu Zhang, 2020 .

On modules M such that M and M* are semi-Gorenstein-projective

C. Ringel, Pu Zhang, 2020, 2005.08779.

Linear Nakayama algebras which are higher Auslander algebras

Claus Michael Ringel, C. Ringel, 2021, Communications in Algebra.

Infinite length modules

H. Krause, C. Ringel, 2000 .

The eigenvector variety of a matrix pencil

C. Ringel, 2017, 1703.04097.

Quiver Grassmannians and Auslander varieties for wild algebras

C. Ringel, 2013, 1305.4003.

Iyama’s finiteness theorem via strongly quasi-hereditary algebras

C. Ringel, 2009, 0912.5001.

The Gabriel–Roiter measure

C. Ringel, 2005 .

Foundation of the Representation Theory of Artin Algebras, Using the Gabriel-Roiter Measure

C. Ringel, 2005 .

The canonical algebras (with an appendix by W. Crawley-Boevey)

W. Crawley-Boevey, C. Ringel, 1990 .

Hereditary triangulated categories

C. Ringel, Xiao-Wu Chen, 2016, Journal of Noncommutative Geometry.

The Ziegler spectrum of a tame hereditary algebra

C. Ringel, 1998 .

Unions of chains of indecomposable modules

C. Ringel, 1975 .

Artin algebras of dominant dimension at least 2

C. Ringel, 2007 .

Gorenstein-projective and semi-Gorenstein-projective modules. II

C. Ringel, Pu Zhang, 2019, Journal of Pure and Applied Algebra.

Krull–Remak–Schmidt Fails for Artinian Modules over Local Rings

C. Ringel, 2001 .

Representation-finite tree algebras

C. Ringel, K. Bongartz, 1981 .

Minimal infinite submodule-closed subcategories

C. Ringel, 2010, 1009.0864.

PBW-bases of quantum groups.

C. Ringel, 1996 .

Koszul modules (and the $\Omega$-growth of modules) over short local algebras

C. Ringel, Pu Zhang, 2019, 1912.07512.

The elementary 3-Kronecker modules

C. Ringel, 2016, 1612.09141.

Kronecker modules generated by modules of length 2

Claus Michael Ringel, C. Ringel, 2016, 1612.07679.

Indecomposable representations of the Kronecker quivers

C. Ringel, 2010, 1009.5635.

The (n-1)-antichains in a root poset of width n

Claus Michael Ringel, C. Ringel, 2013 .

REPRESENTATION THEORY OF ALGEBRAS I: MODULES

Claus Michael Ringel, C. Ringel, 2008 .

Dieter Vossieck and the Development of the Representation Theory of Artin Algebras

C. Ringel, 2018, 1808.02301.

Integral quadratic forms

C. Ringel, 1984 .

The Δ-Filtered Modules Without Self-Extensions for the Auslander Algebra of k[T]/〈Tn〉

C. Ringel, L. Hille, G. Röhrle, 1999 .

R T ] 4 D ec 2 01 9 Gorenstein-projective modules over short local algebras

C. Ringel, Pu Zhang, 2019 .

The Liu-schulz Example

C. Ringel, 2007 .

The --ltered Modules without Self-extensions for the Auslander Algebra of Kt]=ht N I

C. Ringel, L. Hille, 2007 .

Canonical forms of pairs of complex matrices

C. Ringel, V. Dlab, 1991 .

On generic modules for string algebras

C. Ringel, 2001 .

Lectures on Rings and Modules

P. Cohn, C. Ringel, A. Goldie, 1972 .

DOMESTIC CANONICAL ALGEBRAS AND SIMPLE LIE ALGEBRAS

C. Ringel, 2017 .

LATTICE STRUCTURE OF TORSION CLASSES FOR HEREDITARY ARTIN ALGEBRAS

C. Ringel, 2014, Nagoya Mathematical Journal.

A bypass of an arrow is sectional

W. Crawley-Boevey, C. Ringel, D. Happel, 1992 .

The self-injective cluster-tilted algebras

C. Ringel, 2007, 0705.3903.

Categorification of the Fibonacci numbers using representations of quivers

C. Ringel, P. Fahr, 2011, 1107.1858.

Some Algebraically Compact Modules. I

C. Ringel, 1995 .

Indecomposables live in all smaller lengths

C. Ringel, 2009, 0912.5002.

Representation Theory and Algebraic Geometry: The Development of the Representation Theory of Finite Dimensional Algebras 1968 – 1975

C. Ringel, Michael, 1997 .

Representation theory of Dynkin quivers. Three contributions

C. Ringel, 2016, Frontiers of Mathematics in China.

The Hall Algebra Approach to Quantum Groups

C. Ringel, 2005 .

The rational invariants of the tame quivers

C. Ringel, 1980 .

Bricks in hereditary length categories

C. Ringel, 1983 .

Wild Algebras: Two Examples

C. Ringel, 2013, 1307.6509.

Some Auslander-Reiten quilts

C. Ringel, 2011 .

The Theorem of Bo Chen and Hall Polynomials

C. Ringel, 2006, Nagoya Mathematical Journal.

The short local algebras of dimension 6 with non-projective reflexive modules

C. Ringel, 2022, 2211.16885.

Cluster-additive functions on stable translation quivers

C. Ringel, 2011, 1105.1529.

Objective triangle functors

C. Ringel, Pu Zhang, 2014, 1405.1927.

Objective triangle functors

C. Ringel, Pu Zhang, 2014, Science China Mathematics.

Lectures on QF-3 and QF-1 rings

C. Ringel, 弘幸太刀川, 1972 .

SOME ALGEBRAICALLY COMPACT MODULES. I CLAUS

C. Ringel, M. Ringel, 2011 .

The intersection property of amalgamations

Claus Michael Ringel, C. Ringel, 1972 .

Representation theory of Dynkin quivers. Three contributions

C. Ringel, 2016, 1602.06773.

Real Subspaces of a Quaternion Vector Space

C. Ringel, V. Dlab, 1978, Canadian Journal of Mathematics.

The dimension of a quasi-hereditary algebra

C. Ringel, V. Dlab, 1990 .

Normal forms of real matrices with respect to complex similarity

C. Ringel, V. Dlab, 1977 .

Remarks on a paper by Skornyakov concerning rings for which every module is a direct sum of left ideals

C. Ringel, S. Jøndrup, 1978 .

The category of good modules over a quasi-hereditary algebra. On contravariantly finite subcategories

C. Ringel, 1990 .

Indecomposable representations of the Kronecker quivers

C. Ringel, 2010, 1009.5635.

On modular representations of A4

C. Ringel, V. Dlab, 1989 .