# Czechoslovak Journal of Physics | 2001(51) articles

- Integrable models and stochastic processes*)
- Absorption of TeV Photons and κ-deformed Poincaré algebra*)
- Yangians, quantum groups and solutions of the quantum dynamical Yang–Baxter equation*)
- Hamilton–Jacobi quantization of constrained systems*)
- Quantum de Rham complex with d3 = 0 differential*)
- The SU(1,1) coherent states related to the affine group wavelets*)
- Propagation of entangled pulses : correlation measures*)
- Noncommutative NLS equation*)
- On the integral construction of the universal R-matrix for quantum current superalgebra U q (oŝp(1,2))*
- Induced representations of the two-parameter Jordanian quantum algebra*)
- Regular solutions of quantum Yang–Baxter equation from weak Hopf algebras*)
- A new method for q-hypergeometric series*)
- Dynamical r-matrices on the affinizations of arbitrary self-dual lie algebras*)
- Lie symmetry, discrete symmetry and supersymmetry of the Pauli Hamiltonian*)
- A global version of the quantum duality principle*)
- Towards ψ-extension of Rota calculus in Mizar language*)
- Laplace operator and Hodge decomposition for quantum groups and quantum spaces *)
- Fractional sequential mechanics – models with symmetric fractional derivative*)
- Differential Calculus on q-Deformed Grassmann Manifolds*)
- ψ-extensions of q-Hermite and q-laguerre polynomials - properties and principal statements *)
- q-quantum plane, ψ(q)-umbral calculus, and all that *)
- Cohomologies and Peripheric Chains *)
- Boundary scattering in the principal chiral model *)
- On equations solvable by the inverse scattering method for the Schrödinger operator *)
- An algebraic analog of the Virasoro group *)
- Structure theorem for covariant bundles on quantum homogeneous spaces *)
- Operads for X-physics *)
- Quantum relativistic Toda chain at root of unity : invariant approach *) **)
- On factorizing twists for the Yangian and the quantum affine algebra *)
- Properties of Moyal–Lax representation *)
- Spherical principal non-degenerate series of representations for the quantum group SU2,2 *)
- Principal chiral models with non-constant metric *)
- Interacting noncommutative solitons (vacua)*
- Tensor operators for quantum algebras *)
- Hamiltonian Structure of Multi Component Integrable Systems *)