| Name | Category | Theorems |
coeff π | CompOp | 72 mathmath: aeval_verschiebung_poly', coeff_truncate, teichmuller_mul_pow_coeff_of_ne, coeff_surjective, ghostComponent_apply, RecursionMain.succNthVal_spec', zsmul_coeff, verschiebung_coeff_succ, map_coeff, pow_coeff, coeff_p, TruncatedWittVector.coeff_out, mulN_coeff, mem_span_p_pow_iff_le_coeff_eq_zero, IsPolyβ.poly, mem_ker_truncate, verschiebungFun_coeff, matrix_vecEmpty_coeff, IsPoly.poly, coeff_truncateFun, iterate_verschiebung_coeff_eq_zero, dvd_sub_sum_teichmuller_iterateFrobeniusEquiv_coeff, verschiebung_coeff_zero, iterate_frobenius_coeff, zero_coeff, coeff_frobenius_charP, sub_coeff, mul_coeff, coeff_frobeniusFun, RecursionBase.solution_spec, one_coeff_zero, coeff_mk, coeff_p_pow, mul_pow_charP_coeff_zero, shift_coeff, one_coeff_eq_of_pos, verschiebungFun_coeff_zero, iterate_verschiebung_mul_coeff, coeff_p_zero, coeff_select, map_eq_zero_iff, nth_mul_coeff, v2_coeff, teichmuller_coeff_zero, RecursionBase.solution_pow, mul_coeff_zero, iterate_verschiebung_coeff, verschiebungFun_coeff_succ, RecursionBase.solution_spec', neg_coeff, verschiebung_coeff_add_one, ext_iff, teichmuller_mul_pow_coeff, aeval_verschiebungPoly, peval_polyOfInterest', constantCoeff_apply, nthRemainder_spec, coeff_p_pow_eq_zero, mem_span_p_iff_coeff_zero_eq_zero, mul_charP_coeff_zero, teichmuller_coeff_pos, mk_fontaineTheta, add_coeff_zero, add_coeff, coeff_frobenius, mul_pow_charP_coeff_succ, le_coeff_eq_iff_le_sub_coeff_eq_zero, coeff_p_one, nsmul_coeff, nth_mul_coeff', peval_polyOfInterest, mul_charP_coeff_succ
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eval π | CompOp | β |
hasIntScalar π | CompOp | 4 mathmath: zsmul_coeff, init_zsmul, mapFun.zsmul, truncateFun_zsmul
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hasNatPow π | CompOp | 15 mathmath: teichmuller_mul_pow_coeff_of_ne, init_pow, pow_coeff, mapFun.pow, mem_span_p_pow_iff_le_coeff_eq_zero, truncateFun_pow, exists_eq_pow_p_mul', dvd_sub_sum_teichmuller_iterateFrobeniusEquiv_coeff, iterate_verschiebung_iterate_frobenius, coeff_p_pow, mul_pow_charP_coeff_zero, exists_eq_pow_p_mul, teichmuller_mul_pow_coeff, coeff_p_pow_eq_zero, mul_pow_charP_coeff_succ
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hasNatScalar π | CompOp | 4 mathmath: mapFun.nsmul, truncateFun_nsmul, init_nsmul, nsmul_coeff
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instAdd π | CompOp | 12 mathmath: mapFun.add, coeff_add_of_disjoint, frobeniusEquiv_symm_apply, truncateFun_add, init_add, select_add_select_not, addIsPolyβ, frobeniusEquiv_apply, ghostEquiv_coe, add_coeff_zero, add_coeff, init_add_tail
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instFunctor π | CompOp | 1 mathmath: instLawfulFunctor
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instInhabited π | CompOp | β |
instIntCast π | CompOp | 2 mathmath: truncateFun_intCast, mapFun.intCast
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instMul π | CompOp | 35 mathmath: teichmuller_mul_pow_coeff_of_ne, verschiebung_zmod, frobeniusEquiv_symm_apply, iterate_verschiebung_mul, instNoZeroDivisorsOfCharP, frobenius_frobeniusRotation, mulN_coeff, init_mul, mapFun.mul, mulIsPolyβ, exists_eq_pow_p_mul', dvd_sub_sum_teichmuller_iterateFrobeniusEquiv_coeff, iterate_verschiebung_iterate_frobenius, verschiebung_mul_frobenius, mul_coeff, verschiebung_frobenius, mul_pow_charP_coeff_zero, iterate_verschiebung_mul_coeff, nth_mul_coeff, truncateFun_mul, exists_eq_pow_p_mul, iterate_verschiebung_mul_left, mul_coeff_zero, mulN_isPoly, frobeniusEquiv_apply, teichmuller_mul_pow_coeff, peval_polyOfInterest', nthRemainder_spec, mul_charP_coeff_zero, ghostEquiv_coe, mul_pow_charP_coeff_succ, frobenius_verschiebung, nth_mul_coeff', peval_polyOfInterest, mul_charP_coeff_succ
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instNatCast π | CompOp | 28 mathmath: teichmuller_mul_pow_coeff_of_ne, verschiebung_zmod, coeff_p, mulN_coeff, mem_span_p_pow_iff_le_coeff_eq_zero, exists_eq_pow_p_mul', dvd_sub_sum_teichmuller_iterateFrobeniusEquiv_coeff, irreducible, iterate_verschiebung_iterate_frobenius, isAdicCompleteIdealSpanP, verschiebung_frobenius, coeff_p_pow, mul_pow_charP_coeff_zero, truncateFun_natCast, quotientPEquiv_mk, coeff_p_zero, exists_eq_pow_p_mul, mulN_isPoly, ker_constantCoeff, teichmuller_mul_pow_coeff, coeff_p_pow_eq_zero, mem_span_p_iff_coeff_zero_eq_zero, mul_charP_coeff_zero, mul_pow_charP_coeff_succ, frobenius_verschiebung, mapFun.natCast, coeff_p_one, mul_charP_coeff_succ
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instNeg π | CompOp | 5 mathmath: negIsPoly, init_neg, truncateFun_neg, neg_coeff, mapFun.neg
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instOne π | CompOp | 5 mathmath: mapFun.one, truncateFun_one, oneIsPoly, one_coeff_zero, one_coeff_eq_of_pos
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instSub π | CompOp | 6 mathmath: mapFun.sub, dvd_sub_sum_teichmuller_iterateFrobeniusEquiv_coeff, sub_coeff, init_sub, truncateFun_sub, le_coeff_eq_iff_le_sub_coeff_eq_zero
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instZero π | CompOp | 7 mathmath: mapFun.zero, teichmuller_zero, truncateFun_zero, instNoZeroDivisorsOfCharP, zeroIsPoly, zero_coeff, map_eq_zero_iff
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mk π | CompOp | β |
peval π | CompOp | 10 mathmath: zsmul_coeff, pow_coeff, IsPolyβ.poly, sub_coeff, mul_coeff, neg_coeff, peval_polyOfInterest', add_coeff, nsmul_coeff, peval_polyOfInterest
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wittAdd π | CompOp | 4 mathmath: wittAdd_vars, constantCoeff_wittAdd, add_coeff, wittAdd_zero
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wittMul π | CompOp | 8 mathmath: mul_polyOfInterest_aux2, mul_polyOfInterest_aux4, mul_coeff, constantCoeff_wittMul, mul_polyOfInterest_aux1, wittMul_zero, polyOfInterest_vars_eq, wittMul_vars
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wittNSMul π | CompOp | 3 mathmath: constantCoeff_wittNSMul, wittNSMul_vars, nsmul_coeff
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wittNeg π | CompOp | 4 mathmath: wittNeg_zero, neg_coeff, constantCoeff_wittNeg, wittNeg_vars
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wittOne π | CompOp | 2 mathmath: wittOne_zero_eq_one, wittOne_pos_eq_zero
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wittPow π | CompOp | 2 mathmath: pow_coeff, wittPow_vars
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wittSub π | CompOp | 4 mathmath: sub_coeff, wittSub_vars, wittSub_zero, constantCoeff_wittSub
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wittZSMul π | CompOp | 3 mathmath: zsmul_coeff, wittZSMul_vars, constantCoeff_wittZSMul
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wittZero π | CompOp | 1 mathmath: wittZero_eq_zero
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