| Name | Category | Theorems |
empty ๐ | CompOp | โ |
instCoeContMDiffMap ๐ | CompOp | โ |
instEquivLike ๐ | CompOp | 51 mathmath: coe_refl, contMDiffWithinAt, contMDiffOn_comp_diffeomorph_iff, uniqueMDiffOn_preimage, ContinuousLinearEquiv.coe_toDiffeomorph_symm, apply_symm_apply, coe_coe, mdifferentiableOn, coe_prodCongr, contMDiff_comp_diffeomorph_iff, image_eq_preimage_symm, sumAssoc_coe, sumCongr_inl, range_comp, coeFn_injective, sumComm_coe, coe_trans, isLocalDiffeomorph, mfderivToContinuousLinearEquiv_coe, sumComm_inr, uniqueMDiffOn_image, contMDiffAt_diffeomorph_comp_iff, sumCongr_coe, symm_apply_apply, coe_prodComm, contDiff, symm_image_image, uniqueDiffOn_image, sumCongr_inr, contMDiffOn_diffeomorph_comp_iff, contMDiffAt_comp_diffeomorph_iff, mdifferentiable, sumEmpty_apply_inl, contMDiffWithinAt_comp_diffeomorph_iff, coe_toEquiv, uniqueMDiffOn_image_aux, continuous, contMDiffAt, symm_image_eq_preimage, uniqueDiffOn_preimage, instContinuousMapClassSomeENatTop, ContinuousLinearEquiv.coe_toDiffeomorph, contMDiffWithinAt_diffeomorph_comp_iff, ext_iff, contMDiff_diffeomorph_comp_iff, contMDiff, sumComm_inl, toEquiv_coe_symm, image_symm_image, coe_toHomeomorph_symm, coe_toHomeomorph
|
prodAssoc ๐ | CompOp | โ |
prodComm ๐ | CompOp | 2 mathmath: coe_prodComm, prodComm_symm
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prodCongr ๐ | CompOp | 2 mathmath: coe_prodCongr, prodCongr_symm
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refl ๐ | CompOp | 7 mathmath: coe_refl, symm_refl, refl_trans, self_trans_symm, trans_refl, refl_toEquiv, symm_trans_self
|
sumAssoc ๐ | CompOp | 1 mathmath: sumAssoc_coe
|
sumComm ๐ | CompOp | 4 mathmath: sumComm_coe, sumComm_inr, sumComm_inl, sumComm_symm
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sumCongr ๐ | CompOp | 4 mathmath: sumCongr_symm_symm, sumCongr_inl, sumCongr_coe, sumCongr_inr
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sumEmpty ๐ | CompOp | 2 mathmath: sumEmpty_apply_inl, sumEmpty_toEquiv
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toContMDiffMap ๐ | CompOp | 1 mathmath: coe_coe
|
toEquiv ๐ | CompOp | 10 mathmath: toEquiv_injective, contMDiff_toFun, toHomeomorph_toEquiv, contMDiff_invFun, symm_toEquiv, coe_toEquiv, sumEmpty_toEquiv, refl_toEquiv, toEquiv_coe_symm, toEquiv_inj
|
toHomeomorph ๐ | CompOp | 6 mathmath: toPartialHomeomorph_mdifferentiable, toOpenPartialHomeomorph_mdifferentiable, toHomeomorph_toEquiv, symm_toHomeomorph, coe_toHomeomorph_symm, coe_toHomeomorph
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trans ๐ | CompOp | 6 mathmath: symm_trans', refl_trans, coe_trans, self_trans_symm, trans_refl, symm_trans_self
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