Reports on Mathematical Physics
Contents of the Volume 42
Number 1/2 (August/October 1998):
-
Foreword, pp. 1.
-
List of participants, pp. 3.
-
J. ¦niatycki:
-
Nonholonomic Noether theoren and reduction of symmetries, pp. 5-23.
-
F. Cantrijn, M. de León, J. C. Marrero, D. Martín de Diego:
-
Reduction of nonholonomic mechanical systems with symmetries, pp. 25-45.
-
R. Cushman:
-
Routh's sphere, pp. 47-70.
-
R. Ibáńez, M. de León, J. C. Marrero, D. Martín de Diego:
-
Reduction of generalized Poisson and Nambu-Poisson manifolds, pp. 71-90.
-
A. Ruina:
-
Nonholonomical stability aspects of piecewise holonomic system, pp.
91-100.
-
Wang Sang Koon, J. E. Marsden:
-
Poisson reduction for nonholonomic mechanical system with symmetry,
pp. 101-134.
-
A. D. Lewis:
-
Affine connections and distributions with applications to nonholonomic
mechanics, pp. 135-164.
-
J. Koiller, J. Delgado:
-
On efficiency calculations for nonholonomic locomotion problems: an application
to microswimming, pp. 165-183.
-
J. Ostrowski:
-
Reduced equations for nonholonomic mechanical systems with dissipative
forces, pp. 185-209.
-
C.-M. Marle:
-
Various approaches to conservative and nonconservative nonholonomic system,
pp. 211-229.
-
L. Bates:
-
Examples of singular nonholonomic reduction, pp. 231-247.
-
R. L. Foote:
-
Geometry of the Prytz planimeter, pp. 249-271.
-
-
Number 3 (December 1998):
G.S. Asanov:
Finslerian extension of Lorentz transformations, pp. 273-296.
A. Khorunzhy, G.J. Rodgers:
On the Wigner law in dilute random matrices, pp. 297-319.
S. Gudder:
Morphisms, tensor products and s-effect
algebras, pp. 321-346.
V.A. Geyler, A.V. Popov:
Localizaction in a periodic system of the Aharonov-Bohm rings, pp.
347-358.
P. Biler, A. Krzywicki, T. Nadzieja:
Self-interaction of Brownian particles coupled with thermodynamics
processes, pp. 359-372.
I.P. Zois:
On Polyakov's basic variational formula for loop spaces, pp. 373-384.
S. Akashi:
Application of the quantum entropy theoretic methods to homeomorphism
problems of operator algebras, pp. 385-388.
W.J. Spring, I.F. Wilde:
The Wong-Zakai-Clifford quantum stochastic integral, pp. 389-399.