Đứng về lợi ích toàn cục và sự phát triển bền vững lâu dài của đất nước, khai thác [bauxite ở Tây Nguyên] sẽ gây hậu quả cực kỳ nghiêm trọng về môi trường, về xã hội, về an ninh quốc phòng.
by Đại tướng Võ Nguyên Giáp

Free online articles on (integrable) nonholonomic systems

 

Got an ad from Regular and Chaotic Dynamics:

The following RCD articles on non-holonomic systems, contact mechanics and applications will
be available on free access at http://ics.org.ru/journals/rcd  till March 1, 2013.

V.V. Kozlov, On Invariant Manifolds of Nonholonomic Systems
http://ics.org.ru/eng?menu=mi_pubs&abstract=1985

A.V. Borisov, A.A. Kilin, I.S. Mamaev, How to Control Chaplygin’s Sphere
Using Rotors
http://ics.org.ru/eng?menu=mi_pubs&abstract=2011

S.V. Bolotin, The Problem of Optimal Control of a Chaplygin Ball by Internal
Rotors
http://ics.org.ru/eng?menu=mi_pubs&abstract=2042

A.P. Ivanov, N.D. Shuvalov, On the Motion of a Heavy Body with a Circular
Base on a Horizontal Plane and Riddles of Curling
http://ics.org.ru/eng?menu=mi_pubs&abstract=1964

A.P. Markeev, The Dynamics of a Rigid Body Colliding with a Rigid Surface
http://ics.org.ru/eng?menu=mi_pubs&abstract=1264

A.V. Borisov, A.A. Kilin, I.S. Mamaev, Generalized Chaplygin’s Transformation
and Explicit Integration of a System with a Spherical Support
http://ics.org.ru/eng?menu=mi_pubs&abstract=1988

A.V. Bolsinov, A.V. Borisov, I.S. Mamaev, Rolling of a Ball without Spinning
on a Plane: the Absence of an Invariant Measure in a System with a Complete
Set of Integrals
http://ics.org.ru/eng?menu=mi_pubs&abstract=2043

A.V. Bolsinov, A.V. Borisov, I.S. Mamaev, Hamiltonization of Nonholonomic
Systems in the Neighborhood of Invariant Manifolds
http://ics.org.ru/eng?menu=mi_pubs&abstract=1900

A.A. Zobova, Comments on the Paper by M.C. Ciocci, B. Malengier, B. Langerock,
and B. Grimonprez “Towards a Prototype of a Spherical Tippe Top”
http://ics.org.ru/eng?menu=mi_pubs&abstract=2018

A.Y. Jalnine, S.P. Kuznetsov, I.R. Sataev, J.V. Sedova,
Dynamical Phenomena Occurring due to Phase Volume Compression in Nonholonomic
Model of the Rattleback
http://ics.org.ru/eng?menu=mi_pubs&abstract=2039

A.V. Tsiganov, On the Poisson Structures for the Nonholonomic Chaplygin
and Veselova Problems
http://ics.org.ru/eng?menu=mi_pubs&abstract=2024

A.V. Borisov, A.A. Kilin, I.S. Mamaev, Stability of Steady Rotations in the
Nonholonomic Routh Problem
http://ics.org.ru/eng?menu=mi_pubs&abstract=1294

A.V. Tsiganov, One Invariant Measure and Different Poisson Brackets for
Two Non-Holonomic Systems
http://ics.org.ru/eng?menu=mi_pubs&abstract=1963

B. Kim, Routh Symmetry in the Chaplygin’s Rolling Ball
http://ics.org.ru/eng?menu=mi_pubs&abstract=1938

A.V. Borisov, A.A. Kilin, I.S. Mamaev, On the Model of Non-holonomic Billiard
http://ics.org.ru/eng?menu=mi_pubs&abstract=1937

S. Benenti, The Non-holonomic Double Pendulum: an Example of Non-linear
Non-holonomic System
http://ics.org.ru/eng?menu=mi_pubs&abstract=1899
Got an ad from the journal Regular and Chaotic Dynamics, which have papers of interest to me:

A.V. Borisov, I.S. Mamaev, Two Non-holonomic Integrable Problems Tracing
Back to Chaplygin
http://ics.org.ru/eng?menu=mi_pubs&abstract=1989

A.V. Borisov, A.A. Kilin, I.S. Mamaev, Rolling of a Homogeneous Ball over
a Dynamically Asymmetric Sphere
http://ics.org.ru/eng?menu=mi_pubs&abstract=1901

A.V. Borisov, A.A. Kilin, I.S. Mamaev, Hamiltonicity and integrability
of the Suslov problem
http://ics.org.ru/eng?menu=mi_pubs&abstract=1752

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