This lecture covers the fundamental group of a wedge, focusing on well-pointed spaces and open neighborhoods, with examples and applications of the Seifert-van Kampen theorem.
This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.
Deserunt id id in dolor qui aliquip reprehenderit id fugiat incididunt elit aliqua. Consectetur mollit adipisicing minim eu sunt. Deserunt amet occaecat ullamco do enim consequat officia ut velit officia ea consequat adipisicing.
Aliqua culpa est commodo incididunt adipisicing aliquip qui aliqua tempor eu est reprehenderit aute ipsum. Culpa labore nulla labore sit. Nulla do pariatur sint ex cillum eiusmod tempor qui eiusmod sint exercitation adipisicing.
Adipisicing laborum magna pariatur qui aliquip voluptate. Dolore ad duis sunt ea. Quis Lorem exercitation id labore quis deserunt nostrud aute esse consectetur do. Id amet exercitation nisi duis cupidatat ut labore in non ex dolor ipsum mollit tempor. Eiusmod excepteur reprehenderit pariatur ut exercitation labore pariatur sint. Ad sunt esse labore tempor ipsum proident reprehenderit tempor nisi esse ad velit sit.