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Master thesis in Mathematics: Galois cohomology and its applications in the embedding problem

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In the first chapter, we introduce the concept of profinite groups and study their basic properties; We define cohomology groups and investigate their functorial properties; Then we introduce Galois descent and give a correspondence between equivalence classes of twisted forms and cohomology classes under some conditions which will be described explicitly.

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Nội dung Text: Master thesis in Mathematics: Galois cohomology and its applications in the embedding problem

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