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Internal representation detailsCompositeNDP β provides z SB(β₯0) β requires x SB(β₯0) β β requires y SB(β₯0) β 7 nodes, 8 edges β connected rec: β β _res required by _RuleResSQRT_NWU β€ _res provided by _sum equiv id β provided z β€ z provided by _sum equiv id β _x required by _invplus β€ _op provided by _RuleResSQRT_NWU equiv id β _x required by _invplus β€ required x equiv id β _y required by _invplus β€ _op provided by _mult equiv id β _y required by _invplus β€ required y equiv id β _res2 required by _mult β€ _res2 provided by _sum equiv id β _result required by _sum β€ _result2 provided by _invplus equiv id β _RuleResSQRT_NWU: SimpleWrap β β provides _op SB(β₯0) β requires _res SB(β₯0) β β DP_L_UME SB(β₯0) βΈ SB(β₯0) β π^Β½ β€ π β β M_C_WrapUnits dimensionless β dimensionless β M_A_PowerFrac_Upper SB(β₯0) β same x βΌ x^Β½ β _invplus: SimpleWrap β β provides _result2 SB(β₯0) β requires _x SB(β₯0) β β β requires _y SB(β₯0) β β M_Fun_AddMany_DP SB(β₯0) βΈ WU β¨dimensionless,dimensionlessβ© β (_x:SB(β₯0)Γ_y:SB(β₯0)) β π β€ πβ + πβ β β opspace: SB(β₯0) β β Rs: β SB(β₯0) β β β SB(β₯0) β β Rs_labels: β _x β β β _y β β algo: ApproximationAlgorithms - ApproximationAlgorithms.VAN_DER_CORPUT β _mult: SimpleWrap β β provides _op SB(β₯0) β requires _res2 SB(β₯0) β β DP_L_UME SB(β₯0) βΈ SB(β₯0) β π β 0.5 β€ π β β M_C_WrapUnits dimensionless β dimensionless β M_A_Mult1_Upper SB(β₯0) β same x βΌ x β 0.5 β _sum: SimpleWrap β provides _res SB(β₯0) β requires _result SB(β₯0) β provides _res2 SB(β₯0) β β provides z SB(β₯0) β β M_Res_AddMany_DP WU β¨dimensionless,dimensionless,dimensionlessβ© βΈ SB(β₯0) β Ξ <3> β SB(β₯0) β SB(β₯0) β SB(β₯0) πβ + πβ + πβ β€ π β Fs: β SB(β₯0) β β SB(β₯0) β β SB(β₯0) β opspace: SB(β₯0) β algo: ApproximationAlgorithms - ApproximationAlgorithms.VAN_DER_CORPUT |