equal
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inserted
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507 lemma Infinitesimal_hcnj_iff [simp]: |
507 lemma Infinitesimal_hcnj_iff [simp]: |
508 "(hcnj z \<in> Infinitesimal) = (z \<in> Infinitesimal)" |
508 "(hcnj z \<in> Infinitesimal) = (z \<in> Infinitesimal)" |
509 by (simp add: Infinitesimal_hcmod_iff) |
509 by (simp add: Infinitesimal_hcmod_iff) |
510 |
510 |
511 lemma Infinitesimal_hcomplex_of_hypreal_epsilon [simp]: |
511 lemma Infinitesimal_hcomplex_of_hypreal_epsilon [simp]: |
512 "hcomplex_of_hypreal epsilon \<in> Infinitesimal" |
512 "hcomplex_of_hypreal \<epsilon> \<in> Infinitesimal" |
513 by (simp add: Infinitesimal_hcmod_iff) |
513 by (simp add: Infinitesimal_hcmod_iff) |
514 |
514 |
515 end |
515 end |