Subespacios invariantes, sección 39 del Halmos
We define the concept of an invariant subspace under an operator T from V to V and give examples. We show that an operator can lack invariant subspaces. We define the concept of an invariant subspace under a family of operators and explain how invariant subspaces simplify the matrix representation of an operator. This concludes section 39 of Halmos's text, which we highly recommend purchasing here: https://amzn.to/3ARyNdO. We also remind you that you can join our Telegram group: https://t.me/+DDBr1vY2cRpiZDRk and that if you would like a PDF translation of Halmos's text, you can download it here: https://pdfcoffee.com/espacios-vector...

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