A study of topology and geometry, beginning with a comprehensible account of the extraordinary and rather mysterious impact of mathematical physics, and especially gauge theory, on the study of the geometry and topology of manifolds. The focus of the book is the Yang-Mills-Higgs field and some considerable effort is expended to make clear its origin and significance in physics. Much of the mathematics developed here to study these fields is standard, but the treatment always keeps one eye on the physics and sacrifices generality in favor of clarity. The author brings readers up the level of physics and mathematics needed to conclude with a brief discussion of the Seiberg-Witten invariants. A large number of exercises are included to encourage active participation on the part of the reader.
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狄拉剋的磁單極建立在U1主叢底流形是S2;四維光滑流形的關鍵在於楊米爾斯場
评分狄拉剋的磁單極建立在U1主叢底流形是S2;四維光滑流形的關鍵在於楊米爾斯場
评分狄拉剋的磁單極建立在U1主叢底流形是S2;四維光滑流形的關鍵在於楊米爾斯場
评分狄拉剋的磁單極建立在U1主叢底流形是S2;四維光滑流形的關鍵在於楊米爾斯場
评分狄拉剋的磁單極建立在U1主叢底流形是S2;四維光滑流形的關鍵在於楊米爾斯場
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