SCHOOL AND CONFERENCE ON ALGEBRAIC K-THEORY AND ITS APPLICATIONS (dedicated to H. Bass on the occasion of his 70th birthday)

A. BERRICK (National University of Singapore)

K-theory and Algebraic Topology - The plus construction and higher K.

K-theory and Algebraic Topology - The plus construction as a localization.

K-theory and Algebraic Topology - Other constructions for higher K.

K-theory and Algebraic Topology - Topological Hochschild and cyclic homology: methods.

K-theory and Algebraic Topology - Topological Hochschild and cyclic homology: results.

K-theory and Algebraic Topology - Rings of integers.

K-theory and Algebraic Topology - The stable mapping class group.

A. ROSENSCHON (Duke University, Durham, U.S.A.)

The homotopy limit problem for algebraic K-theory at the prime 2

A.J. BERRICK (National University of Singapore)

Bass conjecture for group-rings/Intertwiners and K-theory for commutative rings

A.O. KUKU (ICTP, Trieste, Italy)

K-theory and Representation Theory - Category of representations and constructions of Grothendieck groups and rings.

K-theory and Representation Theory - K-theory of exact categories, orders, group-rings and modules over 'EI' categories.

K-theory and Representation Theory - Mackey, Green and Burnside functors plus induction theory for finite and compact Lie groups.

K-theory and Representation Theory - Equivariant Higher Algebraic K-theory plus relative generalisations (for finite group actions).

K-theory and Representation Theory - Equivariant Higher Algebraic K-theory for profinite and compact Lie groups actions.

K-theory and Representation Theory - G-spectrum formulation for equivariant Higher Algebraic K-theory.

Profinite and continuous higher K-theory of exact categories, schemes and orders

B. KAHN (Universite' Paris 7, France)

Rational and numerical equivalences on products of elliptic curves over a finite field

B. RANGIPOUR (University of Western Ontario, London, Canada)

Invariant Cyclic Homology

C. PEDRINI (Universita' di Genova, Italy)

Finite dimensional motives and the conjectures of Bloch and Beilinson

C. VALQUI (IMCA, Lima, Peru)

Excision in bivariant periodic cyclic cohomology: a categorical approach

C. WEIBEL (Rutgers University, New Brunswick, U.S.A.)

K-theory of symmetric products of symmetric spaces

D. GOSWAMI (ICTP, Trieste, Italy)

Towards the Baum-Connes? analytical assembly map for actions of discrete quantum groups

E. FRIEDLANDER (Northwestern University, Evanston, U.S.A.)

Morphic cohomology to semi-topological K-theory

E. PEDERSEN (SUNY at Binghamton, U.S.A.)

Squeezing in Algebraic K-theory

F. MOREL (Universite' Paris 7, France)

Introduction to A^1-homotopy theory - A^1-homotopy theory of simplicial sheaves.

Introduction to A^1-homotopy theory - Recollections on homotopy theory of simplicial sheaves.

Introduction to A^1-homotopy theory - Stable A^1-homotopy theory: connectivity theorem and the t-structure.

Introduction to A^1-homotopy theory - Stable A^1-homotopy theory: orientable ring spectra Algebraic cobordism and Algebraic K-theory.

Introduction to A^1-homotopy theory - Motivic cohomology, rational stable A^1-homotopy theory and rational mixed motives.

Introduction to A^1-homotopy theory - $pi_0(S^0)$ and Grothendieck-Witt ring of quadratic forms.

G. TANG (Northwestern Polytechnical University, Xian, China)

Higher K-theory of group-rings of virtually infinite cyclic groups

G.H. CORTINAS (Universidad de Buenos Aires, Argentina)

Proof of the KABI Conjecture

H. BASS (University of Michigan, Ann Arbor, U.S.A.)

Equivariant Asanuma Algebras

I. PANIN (Steklov Ins. Maths, St. Petersburg, Russia)

Riemann-Roch type theorems for oriented cohomology

J. ROSENBERG (University of Maryland, College Park, U.S.A.)

K-theory with coefficients and index theory on manifolds with singularities

J.-L. CATHELINEAU (Universite' de Nice, France)

Projective configurations, homology of orthogonal groups and Milnor K-theory

L. BARBIERI-VIALE (Universita' di Roma "La Sapienza", Italy)

1-motives versus mixed motives

L. HESSELHOLT (M.I.T., Cambridge, U.S.A.)

Algebraic K-theory and trace invariants

M. KAROUBI (Universite' Paris 7, France)

A Survey of the Developments of K-theory in the last 45 years - The beginning of K-theory: Grothendieck, Atiyah-Hirzebruch.

A Survey of the Developments of K-theory in the last 45 years - K-theory of Banach algebras. Periodicity theorems of Bott.

A Survey of the Developments of K-theory in the last 45 years - Applications of topological K-theory. The Atiyah-Singer index theorem.

A Survey of the Developments of K-theory in the last 45 years - Algebraic K-theory of Bass and Milnor. Applications.

A Survey of the Developments of K-theory in the last 45 years - Higher Algebraic K-theory. Some computations.

A Survey of the Developments of K-theory in the last 45 years - Hermitian K-theory

A Survey of the Developments of K-theory in the last 45 years - Cyclic Homology and the Chern character

A Survey of the Developments of K-theory in the last 45 years - One application of Algebraic K-theory to number theory.

Equivariant K-theory of real vector spaces and the theory of partitions

M. KOLSTER (McMaster University, Hamilton, Canada)

K-theory and Arithmetics - Special values of zeta-functions for curves over finite fields.

K-theory and Arithmetics - K-theory of number rings.

K-theory and Arithmetics - Chern characters.

K-theory and Arithmetics - Relations to Iwasawa theory.

K-theory and Arithmetics - The Lichtenbaum conjecture.

M. LEVINE (Northeastern University, Boston, U.S.A.)

Fundamental classes in Algebraic Cobordism

M. SCHLICHTING (University of Illinois,Urbana Champaign, USA)

Localization in Hermitian K-theory

M.E. VARISCO (University of Muenster, Germany)

Algebraic K-theory of group rings and topological cyclic homology

N. HIGSON (Pennsylvania State University, U.S.A)

K-theory and Non-Commutative Geometry - Elliptic operators and index problems.

K-theory and Non-Commutative Geometry - Pseudodifferential operators.

K-theory and Non-Commutative Geometry - Cyclic cohomology

K-theory and Non-Commutative Geometry - Index cocycles.

K-theory and Non-Commutative Geometry - Cyclic cohomology for Hopf algebras.

K-theory and Non-Commutative Geometry - Transverse index theory.

P. BAUM (Pennsylvania State University, University Park, U.S.A.)

Trees, buildings, symmetric spaces, and K-theory for group C^*-algebras

R. JARDINE (University of Western Ontario, London, Canada)

Presheaves of chain complexes

S. LICHTENBAUM (Brown University, Providence, U.S.A.)

The Weyl-etale topology

S. SAITO (Nagoya University, Japan)

Beilinson's, Hodge and Tate conjectures and injectivity of the regulator maps

T. HUETTEMANN (University of Aberdeen, U.K.)

Algebraic K-theory of non-linear sheaves on toric varieties

V. SNAITH (University of Southampton, U.K.)

Relative K_0, annihilators, fitting ideals and the Stickelberger phenomena

V. VOEVODSKY (Institute for Advanced Study, Princeton, U.S.A)

The formalism of cross functors

W. LUECK (University of Muenster, Germany)

Equivariant Chern characters and applications to K- and L- theory

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