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Chapitre I. Convolution des courants dans les variétés indéfiniment différentiables. Si sont des variétés indéfiniment différentiables, et une application indéfiniment différentiable de dans , deux notions naturelles de convolution sont introduites, faisant correspondre chacune, à un courant dans et à un courant dans , un courant dans ; la convolution de première espèce est parfaitement déterminée par les données ci-dessus ; la convolution...
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