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Lecture
Embeddings of Number Fields
Description
This lecture covers the concept of embeddings of number fields, discussing real and complex embeddings, types of embeddings, and the signature of a field. It also explores the archimedean embedding, lattices, and the canonical basis of a field. The instructor explains the density of subgroups, Z-basis, and the image of fractional ideals. The lecture concludes with discussions on determinants, lattices, and modules related to number fields.
Official source
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