* Removed and renamed theorems in Series: summable_le ~> suminf_le suminf_le ~> suminf_le_const series_pos_le ~> setsum_le_suminf series_pos_less ~> setsum_less_suminf suminf_ge_zero ~> suminf_nonneg suminf_gt_zero ~> suminf_pos suminf_gt_zero_iff ~> suminf_pos_iff summable_sumr_LIMSEQ_suminf ~> summable_LIMSEQ suminf_0_le ~> suminf_nonneg [rotate] pos_summable ~> summableI_nonneg_bounded ratio_test ~> summable_ratio_test
removed series_zero, replaced by sums_finite removed auxiliary lemmas: sumr_offset, sumr_offset2, sumr_offset3, sumr_offset4, sumr_group, half, le_Suc_ex_iff, lemma_realpow_diff_sumr, real_setsum_nat_ivl_bounded, summable_le2, ratio_test_lemma2, sumr_minus_one_realpow_zerom, sumr_one_lb_realpow_zero, summable_convergent_sumr_iff, sumr_diff_mult_const INCOMPATIBILITY. * Replace (F)DERIV syntax by has_derivative: - "(f has_derivative f') (at x within s)" replaces "FDERIV f x : s : f'" - "(f has_field_derivative f') (at x within s)" replaces "DERIV f x : s : f'" - "f differentiable at x within s" replaces "_ differentiable _ in _" syntax - removed constant isDiff - "DERIV f x : f'" and "FDERIV f x : f'" syntax is only available as input syntax. - "DERIV f x : s : f'" and "FDERIV f x : s : f'" syntax removed - Renamed FDERIV_... lemmas to has_derivative_... - Other renamings: differentiable_def ~> real_differentiable_def differentiableE ~> real_differentiableE fderiv_def ~> has_derivative_at field_fderiv_def ~> field_has_derivative_at isDiff_der ~> differentiable_def deriv_fderiv ~> has_field_derivative_def INCOMPATIBILITY. _______________________________________________ isabelle-dev mailing list isabelle-...@in.tum.de https://mailmanbroy.informatik.tu-muenchen.de/mailman/listinfo/isabelle-dev