Bourbaki

Exercise 1, Appendix 1

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Lie Groups and Lie Algebras, VII, 66

Let k′k' be an extension of kk, and let V(k′)=V⊗kk′V_{(k')}= V\otimes_kk'. Show that the Zariski topology on V(k′)V_{(k')} induces the Zariski topology on V, and that V is dense in V(k′)V_{(k')}.

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