Bloch, Anthony - Department of Mathematics, University of Michigan

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Bloch, Anthony - Department of Mathematics, University of Michigan

Asymptotic Hamiltonian Dynamics: the Toda lattice, the threewave interaction and the
Gyroscopically Stabilized Oscillators and Heat Baths Anthony M. Bloch
HILL'S EQUATION WITH RANDOM FORCING TERMS Fred C. Adams1,2 and Anthony M. Bloch1,3
STABILIZATION OF NONHOLONOMIC SYSTEMS USING ISOSPECTRAL FLOWS \Lambda
ANTHONY M. BLOCH Curriculum Vitae
CONTROL OF SQUEEZED PHONON AND SPIN Anthony M. Bloch ,1
Mathematics 658 Nonlinear Dynamics and Geometric Mechanics on Manifolds
Dynamic Coverage Optimal Control for Interferometric Imaging Spacecraft Formations
Research Profile of Anthony Bloch Further information may be found on my homepage.
Dynamics of the nDimensional Suslov Problem Dmitry V. Zenkov
GENERAL ANALYSIS OF TYPE I PLANETARY MIGRATION WITH STOCHASTIC PERTURBATIONS
ANTHONY M. BLOCH Brief Curriculum Vitae
The Symmetric Representation of the Rigid Body Equations and their Discretization.
JNL: NON PIPS: 211779 TYPE: PAP TS: NEWGEN DATE: 17/8/2006 EDITOR: MM INSTITUTE OF PHYSICS PUBLISHING NONLINEARITY
A Class of Integrable Flows on the Space of Symmetric Anthony M. Bloch
ON THE OPTIMALITY OF DOUBLE-BRACKET FLOWS ANTHONY M. BLOCH AND ARIEH ISERLES
The LyapunovMalkin Theorem and Stabilization of the Unicycle with Rider
Nonholonomic Anthony M. Bloch, Jerrold E. Marsden, Dmitry V. Zenkov
Hamiltonian and Gradient Structures in the Toda Anthony M. Bloch \Lambda
Radiation Induced Instability Patrick Hagerty
Hamiltonization of Nonholonomic Systems and the Inverse Problem of the Calculus of Variations
The rolling sphere, the quantum spin and a simple view of the Landau-Zener problem Alberto G. Rojo
Finite Controllability of Infinite-Dimensional Quantum Systems
ANTHONY M. BLOCH Brief Curriculum Vitae
Winter 2012 Math 255 Problem Set 2
Winter 2012 Math 255 Problem Set 5
ENERGY in CIRCUITS and MECHANICS JAN C. WILLEMS
Homework 3 Solutions ab = 4 10 cos(120
Winter 2012 Math 255 Review Sheet for First Midterm Exam
When Gradient Systems and Hamiltonian Systems Meet Arjan van der Schaft
Math 255-003 --Math 255-003 --Math 255-003 --Math 2 Winter 2012 Math 255