Systems governed by non-linear differential equations are of fundamental importance in all branches of science, but our understanding of them is still extremely limited. In this book a particular system, describing the interaction of magnetic monopoles, is investigated in detail. The use of new geometrical methods produces a reasonably clear picture of the dynamics for slowly moving monopoles. This picture clarifies the important notion of solitons, which has attracted much attention in recent years. The soliton idea bridges the gap between the concepts of "fields" and "particles, " and is here explored in a fully three-dimensional context. While the background and motivation for the work comes from physics, the presentation is mathematical.This book is interdisciplinary and addresses concerns of theoretical physicists interested in elementary particles or general relativity and mathematicians working in analysis or geometry. The interaction between geometry and physics through non-linear partial differential equations is now at a very exciting stage, and the book is a contribution to this activity.
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剛翻開就看到從 instanton dimensional reduce 得到 't Hooft-Polyakov monopole 這種神操作能不喜歡麼
评分Atiyah的書，深入淺齣，就是開頭幾章比較難，後麵到應用反而不會很抽象。解一個小方程能整這麼多活我是沒想到的
评分Atiyah的書，深入淺齣，就是開頭幾章比較難，後麵到應用反而不會很抽象。解一個小方程能整這麼多活我是沒想到的
评分Atiyah的書，深入淺齣，就是開頭幾章比較難，後麵到應用反而不會很抽象。解一個小方程能整這麼多活我是沒想到的
评分剛翻開就看到從 instanton dimensional reduce 得到 't Hooft-Polyakov monopole 這種神操作能不喜歡麼
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