| Name | Category | Theorems |
coeff 📖 | CompOp | 28 mathmath: mk_comp_teichmuller₀, PerfectionMap.map_eq_map, coeff_iterate_symm_frobeniusEquiv, coeff_toMonoidHom, mk_teichmuller, coeff_symm_frobeniusEquiv, coeff_map, coeff_mapMonoidHom, mk_comp_teichmuller', coeff_mk, coeff_quotientMulEquiv, coeff_iterate_frobenius, coeffMonoidHom_eq_coeff, PerfectionMap.comp_equiv', ext_iff, mk_comp_teichmuller, PerfectionMap.comp_equiv, PerfectionMap.comp_symm_equiv, coeff_surjective, mk_teichmuller₀, PerfectionMap.comp_symm_equiv', lift_symm_apply, PerfectionMap.of, coeff_pow_p, coeff_iterate_frobenius', coeff_pow_p', PreTilt.coeff_def, coeff_frobenius
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coeffMonoidHom 📖 | CompOp | 22 mathmath: coeffMonoidHom_powMonoidHom, coeff_toMonoidHom, coeff_mapMonoidHom, coeff_quotientMulEquiv, coeffMonoidHom_mk, coeffMonoidHom_eq_coeff, coeffMonoidHom_pow_p', coeffMonoidHom_pow_p_pow', liftMonoidHom_symm_apply, coeffMonoidHom_iterate_powMonoidHom', coeffMonoidHom_pthRootMonoidHom, coeffMonoidHom_zero_liftMonoidHom, coeffMonoidHom_symm_powMulEquiv, coeffMonoidHom_pow_p_pow_self, coeffMonoidHom_pow_p, coeff_zero_symm_quotientMulEquiv, coeffMonoidHom_mapMonoidHom, coeffMonoidHom_pow_p_pow, coeffMonoidHom_iterate_symm_powMulEquiv, teichmuller₀_mapMonoidHom_idealQuotientMk, extMonoid_iff, coeffMonoidHom_iterate_powMonoidHom
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instCommMonoid 📖 | CompOp | 26 mathmath: pthRootMonoidHom_eq_powMulEquiv_symm, coeffMonoidHom_powMonoidHom, coeff_mapMonoidHom, coeff_quotientMulEquiv, coeffMonoidHom_mk, coeffMonoidHom_eq_coeff, coeffMonoidHom_pow_p', coeffMonoidHom_pow_p_pow', liftMonoidHom_symm_apply, coeffMonoidHom_iterate_powMonoidHom', pthRootMonoidHom_eq_pthRoot, instPerfectRing, coeffMonoidHom_pthRootMonoidHom, pthRootMonoidHom_eq_symm_frobeniusEquiv, coeffMonoidHom_zero_liftMonoidHom, coeffMonoidHom_symm_powMulEquiv, coeffMonoidHom_pow_p_pow_self, coeffMonoidHom_pow_p, coeff_zero_symm_quotientMulEquiv, coeffMonoidHom_mapMonoidHom, coe_pthRootMonoidHom_eq_powMulEquiv_symm, coeffMonoidHom_pow_p_pow, coeffMonoidHom_iterate_symm_powMulEquiv, teichmuller₀_mapMonoidHom_idealQuotientMk, extMonoid_iff, coeffMonoidHom_iterate_powMonoidHom
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instCommRing 📖 | CompOp | 3 mathmath: coeff_quotientMulEquiv, teichmuller_zero, coeff_zero_symm_quotientMulEquiv
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instCommSemiring 📖 | CompOp | 50 mathmath: pthRoot_frobenius, mk_comp_teichmuller₀, PerfectionMap.map_eq_map, coeff_iterate_symm_frobeniusEquiv, coeff_toMonoidHom, coe_pthRoot_eq_symm_frobeniusEquiv, mk_teichmuller, teichmuller₀_spec, coeff_symm_frobeniusEquiv, coeff_map, coeff_mapMonoidHom, instCharP, mk_comp_teichmuller', coeff_mk, coeff_quotientMulEquiv, coeff_iterate_frobenius, coeffMonoidHom_eq_coeff, teichmuller_sModEq, PerfectionMap.comp_equiv', teichmuller₀_sModEq, teichmuller₀_spec', ext_iff, mk_comp_teichmuller, PerfectionMap.comp_equiv, teichmuller_zero, PerfectionMap.comp_symm_equiv, coeff_surjective, pthRootMonoidHom_eq_pthRoot, coe_teichmuller_eq_teichmuller₀, pthRootMonoidHom_eq_symm_frobeniusEquiv, teichmuller_eq_teichmuller₀_toMonoidHom, lift_apply_apply_coe, pthRoot_eq_symm_frobeniusEquiv, mk_teichmuller₀, coeff_zero_symm_quotientMulEquiv, PerfectionMap.comp_symm_equiv', lift_symm_apply, PerfectionMap.of, coeff_pow_p, coeff_iterate_frobenius', teichmuller₀_mapMonoidHom_idealQuotientMk, PerfectionMap.lift_apply, coeff_pow_p', PreTilt.coeff_def, PerfectionMap.equiv_apply, teichmuller_spec, frobenius_pthRoot, teichmuller_spec', coeff_frobenius, teichmullerFun_eq_teichmuller₀
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instRing 📖 | CompOp | — |
liftMonoidHom 📖 | CompOp | 2 mathmath: liftMonoidHom_symm_apply, coeffMonoidHom_zero_liftMonoidHom
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map 📖 | CompOp | 2 mathmath: PerfectionMap.map_eq_map, coeff_map
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mapMonoidHom 📖 | CompOp | 3 mathmath: coeff_mapMonoidHom, coeffMonoidHom_mapMonoidHom, teichmuller₀_mapMonoidHom_idealQuotientMk
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pthRoot 📖 | CompOp | 5 mathmath: pthRoot_frobenius, coe_pthRoot_eq_symm_frobeniusEquiv, pthRootMonoidHom_eq_pthRoot, pthRoot_eq_symm_frobeniusEquiv, frobenius_pthRoot
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pthRootMonoidHom 📖 | CompOp | 5 mathmath: pthRootMonoidHom_eq_powMulEquiv_symm, pthRootMonoidHom_eq_pthRoot, coeffMonoidHom_pthRootMonoidHom, pthRootMonoidHom_eq_symm_frobeniusEquiv, coe_pthRootMonoidHom_eq_powMulEquiv_symm
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submonoid 📖 | CompOp | — |
subring 📖 | CompOp | — |
subsemiring 📖 | CompOp | — |