Four Open Questions for the N-Body Problem - Richard  Montgomery
eTextbook alternate format product

Instant online reading.
Don't wait for delivery!

Four Open Questions for the N-Body Problem

By: Richard Montgomery

Hardcover | 19 December 2024

At a Glance

Hardcover


RRP $67.95

$64.50

or 4 interest-free payments of $16.13 with

 or 

Aims to ship in 7 to 10 business days

The N-body problem has been investigated since Isaac Newton, however vast tracts of the problem remain open. Showcasing the vibrancy of the problem, this book describes four open questions and explores progress made over the last 20 years. After a comprehensive introduction, each chapter focuses on a different open question, highlighting how the stance taken and tools used vary greatly depending on the question. Progress on question one, 'Are the central configurations finite?', uses tools from algebraic geometry. Two, 'Are there any stable periodic orbits?', is dynamical and requires some understanding of the KAM theorem. The third, 'Is every braid realised?', requires topology and variational methods. The final question, 'Does a scattered beam have a dense image?', is quite new and formulating it precisely takes some effort. An excellent resource for students and researchers of mathematics, astronomy, and physics interested in exploring state-of-the-art techniques and perspectives on this classical problem.

More in Differential Calculus & Equations

Fundamentals of Differential Equations, Global Edition : 9th Edition - Arthur Snider
Recent Progress in Special Functions : Contemporary Mathematics - Galina Filipuk
Bifurcation Theory : Graduate Studies in Mathematics - Ale Jan Homburg

RRP $229.00

$175.75

23%
OFF
LEC NOTE MATH OLYM : JNR SEC (V2) - XU JIAGU

RRP $64.35

$61.95

Elementary Differential Equations and Boundary Value Problems - William E. Boyce
Bifurcation Theory : Graduate Studies in Mathematics - Ale Jan Homburg

RRP $347.00

$265.95

23%
OFF
Schaum's Outline of Differential Equations : 5th edition - Richard Bronson
Exploring Linear Algebra : Labs and Projects with Mathematica ® - Crista Arangala