- An infinite dimensional affine nil algebra with finite Gelfand-Kirillov dimension
- Dimension Theory of Noetherian Rings T H Lenagan
- Representation rings of quantum groups M Domokos a # and T H Lenagan b +
- Prime ideals in the quantum grassmannian S Launois, T H Lenagan and L Rigal
- WINDINGINVARIANT PRIME IDEALS IN QUANTUM 3 3 MATRICES
- Quantum unique factorisation domains S Launois, T H Lenagan and L Rigal
- Conjugation coinvariants of quantum matrices M. Domokos # and T. H. Lenagan
- U) ~' .-(/) 0 C\J ,~ --'
- Nil algebras with restricted growth T H Lenagan, Agata Smoktunowicz
- From totally nonnegative matrices to quantum matrices and back, via Poisson geometry
- Totally nonnegative cells and matrix Poisson varieties K.R. Goodearl
- Mathematisches Forschungsinstitut Oberwolfach Report No. 14/2009
- Cyclic orders on the quantum grassmannian T H Lenagan and E J Russell
- Quantum analogues of Schubert varieties in the grassmannian.
- Primitive ideals and automorphisms of quantum matrices
- Quantum graded algebras with a straightening law and the AS-Cohen-Macaulay property for quantum
- Representation rings of quantum groups M Domokos a
- May 28, 2004 20:4 WSPC/171-JAA corrigenda Journal of Algebra and Its Applications
- Weakly multiplicative coactions of quantized function algebras
- WINDING-INVARIANT PRIME IDEALS IN QUANTUM 3 3 MATRICES
- Krull dimension of Generalized Weyl Algebras with non-commutative coefficients
- PRIME IDEALS IN CERTAIN QUANTUM DETERMINANTAL RINGS
- Totally nonnegative matrices Dublin, February 2010
- From totally nonnegative matrices to quantum matrices and back, via
- Generalized Weyl Algebras are Tensor Krull Minimal #
- EPSRC Grant GR/M71992, Final Report Krull dimension of Generalized Weyl Algebras
- Conjugation coinvariants of quantum matrices M. Domokos
- Quantized trace rings M. Domokos and T. H. Lenagan y
- QUANTUM DETERMINANTAL IDEALS K. R. Goodearl and T. H. Lenagan
- LU DECOMPOSITION OF TOTALLY NONNEGATIVE MATRICES K.R. GOODEARL AND T.H. LENAGAN
- The traces of quantum powers commute M Domokos # and T H Lenagan +
- Generalized Weyl Algebras are Tensor Krull Minimal
- The maximal order property for quantum determinantal rings
- LTCC Intensive Course: From quantum algebras to total
- Quantized coinvariants at transcendental q K R Goodearl and T H Lenagan
- The maximal order property for quantum determinantal rings
- Weakly multiplicative coactions of quantized function algebras
- Quadratic and cubic invariants of unipotent affine automorphisms
- Torus-invariant prime ideals in quantum matrices, totally nonnegative cells and symplectic leaves
- PRIME IDEALS INVARIANT UNDER WINDING AUTOMORPHISMS IN QUANTUM MATRICES
- The first Hochschild cohomology group of quantum matrices and the quantum special linear group
- Quantised coordinate rings of semisimple groups are unique factorisation domains
- Twisting the quantum grassmannian and T H Lenagan
- Krull dimension of Generalized Weyl Algebras with noncommutative coe#cients #
- QUANTUM DETERMINANTAL IDEALS K. R. Goodearl and T. H. Lenagan
- EPSRC Grant GR/M52656/01, Summary of Final Report Representation Theory of Noncommutative Algebras
- Dimension Theory of Noetherian Rings T H Lenagan
- Generalized Weyl Algebras are Tensor Krull Minimal
- POINCAR'E SERIES OF MULTI-FILTERED ALGEBRAS AND PARTITIVITY
- Primitive ideals and automorphisms of quantum matrices
- Representation rings of quantum groups M Domokos a *and T H Lenagan b y
- EPSRC Grant GR/M52656/01, Summary of Final Report Representation Theory of Noncommutative Algebras
- THE FIRST FUNDAMENTAL THEOREM OF COINVARIANT THEORY FOR THE QUANTUM GENERAL LINEAR GROUP
- PRIME IDEALS INVARIANT UNDER WINDING AUTOMORPHISMS IN QUANTUM MATRICES
- Ring theoretic properties of quantum grassmannians A C Kelly , T H Lenagan and L Rigal y
- E SERIES OF MULTIFILTERED ALGEBRAS AND PARTITIVITY
- Noncommutative uniq factorisation rings
- EPSRC Grant GR/M71992, Final Report Krull dimension of Generalized Weyl Algebras
- Krull dimension of Generalized Weyl Algebras with non-commutative coefficients
- The maximal order property for quantum determinantal rings
- Quantized trace rings M. Domokos * and T. H. Lenagan y
- Quantum unique factorisation domains S Launois, T H Lenagan and L Rigal *
- Orbits for the adjoint coaction on quantum matrices M. Domokos # , R. Fioresi + , and T. H. Lenagan
- Orbits for the adjoint coaction on quantum matrices , R. Fioresi
- The traces of quantum powers commute M Domokos * and T H Lenagan y
- Ring theoretic properties of quantum grassmannians A C Kelly*, T H Lenagan and L Rigaly
- DIMENSIONS OF QUANTUM DETERMINANTAL RINGS T. H. Lenagan and L. Rigal
- Orbits for the adjoint coaction on quantum matrices M. Domokos*, R. Fioresiy, and T. H. Lenagan
- Weakly multiplicative coactions of quantized function algebras
- Conjugation coinvariants of quantum matrices M. Domokos * and T. H. Lenagan
- PRIME IDEALS IN CERTAIN QUANTUM DETERMINANTAL RINGS
- DIMENSIONS OF QUANTUM DETERMINANTAL RINGS T. H. LENAGAN
- LU decomposition of totally nonnegative matrices K.R. Goodearl1,
- Automorphisms of quantum matrices and T H Lenagan
