51 (2001), č. 12

PROCEEDINGS OF THE 10TH COLLOQUIUM ON QUANTUM GROUPS: “QUANTUM GROUPS AND INTEGRABLE SYSTEMS”, PRAGUE, 21-23 June, 2001

S. ALBEVERIO, S.-M. FEI
Integrable models and stochastic processes. /1241-1246/

G. AMELINO-CAMELIA, J. LUKIERSKI, A. NOWICKI
Absorption of TeV photons and kappa-deformed Poincaré algebra. /1247-1253/

D. ARNAUDON, L. FRAPPAT, R. RAGOUCY, J. AVAN, M. ROSSI
Yangians, quantum groups and solutions of the quantum dynamical Yang-Baxter equation. /1254 -1259/

D. BĂLEANU, Y. GÜLLER
Hamilton-Jacobi quantization of constrained systems. /1260 -1265/

N. BAZUNOVA, A. BOROWIEC, R. KERNER
Quantum de Rham complex with d3 = 0 differential. /1266 -1271/

J. BERTRAND, M. IRAC-ASTAUD
The SU(1,1) coherent states related to the affine group wavelets. /1272-1278/

A.V. CHIZHOV, L. KNÖLL, D.-G. WELSCH
Propagation of entangled pulses: correlation measures. /1279-1284/

A. DIMAKIS, F. MÜLLER-HOISSEN
Noncommutative NLS equation. /1285-1290/

J. DING
On the integral construction of the universal R-matrix for quantum current superalgebra Uq (osp(1,2)). /1291-1298/

V.K. DOBREV, S.G, MIHOV
Induced representations of the two-parameter Jordanian quantum algebra. /1299-1305/

S. DUPLIJ, F. LI
Regular solutions of quantum Yang-Baxter equation from weak Hopf algebras. /1306-1311/

T. ERNST
A new method for q-hypergeometric series. /1312-1317/

L. FEHÉR, B.G. PUSZTAI
Dynamical r-matrices on the affinizations of arbitrary self-dual Lie algebras. /1318-1324/

A.M. FRYDRYSZAK, V.T. TKACHUK
Lie symmetry, discrete symmetry and supersymmetry of the Pauli Hamiltonian. /1325-1329/

F. GAVARINI
A global version of the quantum duality principle. /1330-1335/

E. GRĄDZKA
Towards psi-extension of Rota calculus in Mizar language. /1336-1341/

I. HECKENBERGER, A. SCHÜLER
Laplace operator and Hodge decomposition for quantum groups and quantum spaces. /1342-1347/

M. KLIMEK
Fractional sequential mechanics – models with symmetric fractional derivative. /1348-1354/

S. KOLB
Differential calculus on q-deformed Grassmann manifolds. /1355-1361/

E. KROT
Psi-extentions of q-Hermite and q-Languerre polynomials – properties and principal statements. /1362-1367/

A.K. KWAŚNIEWSKI
q-quantum plane, psi-(q)-umbral calculus, and all that. /1368-1373/

L.C. KWEK, V.D. LYAKHOVSKY
Cohomologies and peripheric chains. /1374-1379/

N.MACKAY, B. SHORT
Boundary scattering in the principal chiral model. /1380-1384/

V.K. MEL´NIKOV
On equations solvable by the inverse scattering method for the Schrödinger operator. /1385-1394/

J. MORAVA
An algebraic analog of the Virasoro group. /1395-1400/

R. OECKL
Structure theorem for covariant bundles on quantum homogeneous spaces. /1401-1406/

E. PAAL
Operads for x-physics. /1407-1413/

S. PAKULIAK, S. SERGEEV
Quantum relativistic Toda chain at root of unity: invariant approach. /1414-1419/

H. PFEIFFER
On factorizing twists for the Yangian and the quantum affine algebra. /1420-1425/

Z. POPOWICZ
Properties of Moyal-Lax representation. /1426-1430/

S. SINEL´SHCHIKOV, L. VAKSMAN, A. STOLIN
Spherical principal non-degenerate series of representations for the quantum group SU2,2. /1431-1440/

L. ŠNOBL, L. HLAVATÝ
Principal chiral models with non-constant metric. /1441-1446/

C. SOCHICHIU
Interacting noncommutative solitons (vacua). /1447-1452/

V.N. TOLSTOY
Tensor operators for quantum algebras. /1453-1458/

D. YAZICI, O. OGUZ, O. OGUZ
Hamiltonian structure of multi component integrable systems. /1459-1463/