最近我读完了Raoul Bott的Differential Forms in Algebraic Topology(代数拓扑中的微分形式),开头还算是比较轻松愉快,后来遇到spectral sequences就开始发晕,到homotopy的时候就有点像放弃了,好在那是一个相对独立的章节,熬到最后的characteristic classes稍微总算好...
评分最近我读完了Raoul Bott的Differential Forms in Algebraic Topology(代数拓扑中的微分形式),开头还算是比较轻松愉快,后来遇到spectral sequences就开始发晕,到homotopy的时候就有点像放弃了,好在那是一个相对独立的章节,熬到最后的characteristic classes稍微总算好...
评分最近我读完了Raoul Bott的Differential Forms in Algebraic Topology(代数拓扑中的微分形式),开头还算是比较轻松愉快,后来遇到spectral sequences就开始发晕,到homotopy的时候就有点像放弃了,好在那是一个相对独立的章节,熬到最后的characteristic classes稍微总算好...
评分最近我读完了Raoul Bott的Differential Forms in Algebraic Topology(代数拓扑中的微分形式),开头还算是比较轻松愉快,后来遇到spectral sequences就开始发晕,到homotopy的时候就有点像放弃了,好在那是一个相对独立的章节,熬到最后的characteristic classes稍微总算好...
评分最近我读完了Raoul Bott的Differential Forms in Algebraic Topology(代数拓扑中的微分形式),开头还算是比较轻松愉快,后来遇到spectral sequences就开始发晕,到homotopy的时候就有点像放弃了,好在那是一个相对独立的章节,熬到最后的characteristic classes稍微总算好...
It has been suggested that the name `spectral' was given because, like spectres, spectral sequences are terrifying, evil, and dangerous.
评分看了才知妙。入门必读。
评分入门可读.
评分It has been suggested that the name `spectral' was given because, like spectres, spectral sequences are terrifying, evil, and dangerous.
评分It has been suggested that the name `spectral' was given because, like spectres, spectral sequences are terrifying, evil, and dangerous.
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