/dports/math/reduce/Reduce-svn5758-src/packages/rubi_red/tests/SpecialFunctions/ |
H A D | ZetaFunctions.m | 4 (*Integration Problems Involving Zeta Functions*) 12 {x*Zeta[2, a+b*x], x, 3, -(LogGamma[a + b*x]/b^2) + (x*PolyGamma[0, a + b*x])/b} 13 {Zeta[2, a+b*x], x, 2, PolyGamma[0, a+b*x]/b} 14 {Zeta[2, a+b*x]/x, x, 1, Int[PolyGamma[1, a + b*x]/x, x]} 21 {x^2*Zeta[s, a+b*x], x, 3, (2*Zeta[-3 + s, a + b*x])/(b^3*(1 - s)*(2 - s)*(3 - s)) - (2*x*Zeta[-2 +… 22 {x*Zeta[s, a+b*x], x, 2, -(Zeta[-2 + s, a + b*x]/(b^2*(1 - s)*(2 - s))) + (x*Zeta[-1 + s, a + b*x])… 23 {Zeta[s, a+b*x], x, 1, Zeta[-1 + s, a + b*x]/(b*(1 - s))} 24 {Zeta[s, a+b*x]/x, x, 0, Int[Zeta[s, a + b*x]/x, x]} 25 {Zeta[s, a+b*x]/x^2, x, 1, (-b)*s*Int[Zeta[1 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/x} 26 {Zeta[s, a+b*x]/x^3, x, 2, (1/2)*b^2*s*(1 + s)*Int[Zeta[2 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/(2… [all …]
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/dports/math/reduce/Reduce-svn5758-src/packages/rubi_red/tests4/SpecialFunctions/ |
H A D | ZetaFunctions.m | 4 (*Integration Problems Involving Zeta Functions*) 12 {x*Zeta[2, a+b*x], x, 3, -(LogGamma[a + b*x]/b^2) + (x*PolyGamma[0, a + b*x])/b} 13 {Zeta[2, a+b*x], x, 2, PolyGamma[0, a+b*x]/b} 14 {Zeta[2, a+b*x]/x, x, 1, Int[PolyGamma[1, a + b*x]/x, x]} 21 {x^2*Zeta[s, a+b*x], x, 3, (2*Zeta[-3 + s, a + b*x])/(b^3*(1 - s)*(2 - s)*(3 - s)) - (2*x*Zeta[-2 +… 22 {x*Zeta[s, a+b*x], x, 2, -(Zeta[-2 + s, a + b*x]/(b^2*(1 - s)*(2 - s))) + (x*Zeta[-1 + s, a + b*x])… 23 {Zeta[s, a+b*x], x, 1, Zeta[-1 + s, a + b*x]/(b*(1 - s))} 24 {Zeta[s, a+b*x]/x, x, 0, Int[Zeta[s, a + b*x]/x, x]} 25 {Zeta[s, a+b*x]/x^2, x, 1, (-b)*s*Int[Zeta[1 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/x} 26 {Zeta[s, a+b*x]/x^3, x, 2, (1/2)*b^2*s*(1 + s)*Int[Zeta[2 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/(2… [all …]
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/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/mathematicatests/ |
H A D | ZetaFunctions.m | 4 (*Integration Problems Involving Zeta Functions*) 12 {x*Zeta[2, a+b*x], x, 3, -(LogGamma[a + b*x]/b^2) + (x*PolyGamma[0, a + b*x])/b} 13 {Zeta[2, a+b*x], x, 2, PolyGamma[0, a+b*x]/b} 14 {Zeta[2, a+b*x]/x, x, 1, Int[PolyGamma[1, a + b*x]/x, x]} 21 {x^2*Zeta[s, a+b*x], x, 3, (2*Zeta[-3 + s, a + b*x])/(b^3*(1 - s)*(2 - s)*(3 - s)) - (2*x*Zeta[-2 +… 22 {x*Zeta[s, a+b*x], x, 2, -(Zeta[-2 + s, a + b*x]/(b^2*(1 - s)*(2 - s))) + (x*Zeta[-1 + s, a + b*x])… 23 {Zeta[s, a+b*x], x, 1, Zeta[-1 + s, a + b*x]/(b*(1 - s))} 24 {Zeta[s, a+b*x]/x, x, 0, Int[Zeta[s, a + b*x]/x, x]} 25 {Zeta[s, a+b*x]/x^2, x, 1, (-b)*s*Int[Zeta[1 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/x} 26 {Zeta[s, a+b*x]/x^3, x, 2, (1/2)*b^2*s*(1 + s)*Int[Zeta[2 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/(2… [all …]
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/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/IntegrationProblems/MathematicaSyntaxFiles/SpecialFunctions/ |
H A D | ZetaFunctions.m | 4 (*Integration Problems Involving Zeta Functions*) 12 {x*Zeta[2, a+b*x], x, 3, -(LogGamma[a + b*x]/b^2) + (x*PolyGamma[0, a + b*x])/b} 13 {Zeta[2, a+b*x], x, 2, PolyGamma[0, a+b*x]/b} 14 {Zeta[2, a+b*x]/x, x, 1, Int[PolyGamma[1, a + b*x]/x, x]} 21 {x^2*Zeta[s, a+b*x], x, 3, (2*Zeta[-3 + s, a + b*x])/(b^3*(1 - s)*(2 - s)*(3 - s)) - (2*x*Zeta[-2 +… 22 {x*Zeta[s, a+b*x], x, 2, -(Zeta[-2 + s, a + b*x]/(b^2*(1 - s)*(2 - s))) + (x*Zeta[-1 + s, a + b*x])… 23 {Zeta[s, a+b*x], x, 1, Zeta[-1 + s, a + b*x]/(b*(1 - s))} 24 {Zeta[s, a+b*x]/x, x, 0, Int[Zeta[s, a + b*x]/x, x]} 25 {Zeta[s, a+b*x]/x^2, x, 1, (-b)*s*Int[Zeta[1 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/x} 26 {Zeta[s, a+b*x]/x^3, x, 2, (1/2)*b^2*s*(1 + s)*Int[Zeta[2 + s, a + b*x]/x, x] - Zeta[s, a + b*x]/(2… [all …]
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/dports/science/nwchem-data/nwchem-7.0.2-release/src/basis/libraries/ |
H A D | roos_augmented_double_zeta_ano | 13 basis "H_Roos Augmented Double Zeta ANO" SPHERICAL 29 basis "He_Roos Augmented Double Zeta ANO" SPHERICAL 46 basis "Li_Roos Augmented Double Zeta ANO" SPHERICAL 78 basis "Be_Roos Augmented Double Zeta ANO" SPHERICAL 110 basis "B_Roos Augmented Double Zeta ANO" SPHERICAL 142 basis "C_Roos Augmented Double Zeta ANO" SPHERICAL 174 basis "N_Roos Augmented Double Zeta ANO" SPHERICAL 206 basis "O_Roos Augmented Double Zeta ANO" SPHERICAL 238 basis "F_Roos Augmented Double Zeta ANO" SPHERICAL 270 basis "Ne_Roos Augmented Double Zeta ANO" SPHERICAL [all …]
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H A D | roos_augmented_triple_zeta_ano | 14 basis "H_Roos Augmented Triple Zeta ANO" SPHERICAL 34 basis "He_Roos Augmented Triple Zeta ANO" SPHERICAL 55 basis "Li_Roos Augmented Triple Zeta ANO" SPHERICAL 91 basis "Be_Roos Augmented Triple Zeta ANO" SPHERICAL 127 basis "B_Roos Augmented Triple Zeta ANO" SPHERICAL 163 basis "C_Roos Augmented Triple Zeta ANO" SPHERICAL 199 basis "N_Roos Augmented Triple Zeta ANO" SPHERICAL 235 basis "O_Roos Augmented Triple Zeta ANO" SPHERICAL 271 basis "F_Roos Augmented Triple Zeta ANO" SPHERICAL 307 basis "Ne_Roos Augmented Triple Zeta ANO" SPHERICAL [all …]
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/dports/science/nwchem/nwchem-7b21660b82ebd85ef659f6fba7e1e73433b0bd0a/src/basis/libraries/ |
H A D | roos_augmented_double_zeta_ano | 13 basis "H_Roos Augmented Double Zeta ANO" SPHERICAL 29 basis "He_Roos Augmented Double Zeta ANO" SPHERICAL 46 basis "Li_Roos Augmented Double Zeta ANO" SPHERICAL 78 basis "Be_Roos Augmented Double Zeta ANO" SPHERICAL 110 basis "B_Roos Augmented Double Zeta ANO" SPHERICAL 142 basis "C_Roos Augmented Double Zeta ANO" SPHERICAL 174 basis "N_Roos Augmented Double Zeta ANO" SPHERICAL 206 basis "O_Roos Augmented Double Zeta ANO" SPHERICAL 238 basis "F_Roos Augmented Double Zeta ANO" SPHERICAL 270 basis "Ne_Roos Augmented Double Zeta ANO" SPHERICAL [all …]
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H A D | roos_augmented_triple_zeta_ano | 14 basis "H_Roos Augmented Triple Zeta ANO" SPHERICAL 34 basis "He_Roos Augmented Triple Zeta ANO" SPHERICAL 55 basis "Li_Roos Augmented Triple Zeta ANO" SPHERICAL 91 basis "Be_Roos Augmented Triple Zeta ANO" SPHERICAL 127 basis "B_Roos Augmented Triple Zeta ANO" SPHERICAL 163 basis "C_Roos Augmented Triple Zeta ANO" SPHERICAL 199 basis "N_Roos Augmented Triple Zeta ANO" SPHERICAL 235 basis "O_Roos Augmented Triple Zeta ANO" SPHERICAL 271 basis "F_Roos Augmented Triple Zeta ANO" SPHERICAL 307 basis "Ne_Roos Augmented Triple Zeta ANO" SPHERICAL [all …]
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/dports/math/reduce/Reduce-svn5758-src/packages/rubi_red/rubi-rules/SpecialFunctions/ |
H A D | ZetaFunctions.m | 4 (*\[Integral]Zeta[s,a+b x]\[DifferentialD]x*) 12 (*Basis: Zeta[2,z]=PolyGamma[1,z]*) 28 Int[Zeta[2,a_.+b_.*x_],x_Symbol] := 42 (*Basis: \[PartialD]Zeta[s,z]/\[PartialD]z=-s Zeta[s+1,z]*) 50 (*\[Integral]Zeta[s,a+b x]\[DifferentialD]x \[LongRightArrow] -(Zeta[s-1,a+b x]/(b (s-1)))*) 58 Int[Zeta[s_,a_.+b_.*x_],x_Symbol] := 59 -Zeta[s-1,a+b*x]/(b*(s-1)) /; 76 (*Basis: Zeta[2,z]=PolyGamma[1,z]*) 119 -x^m*Zeta[s-1,a+b*x]/(b*(s-1)) + 137 (*\[Integral]x^m Zeta[s,a+b x]\[DifferentialD]x \[LongRightArrow] ((x^(m+1) Zeta[s,a+b x])/(m+1))… [all …]
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/dports/math/saga/saga-8.1.3/saga-gis/src/tools/projection/pj_geotrans/geotrans/ |
H A D | nzmg.c | 262 Complex Zeta, z; in Convert_Geodetic_To_NZMG() local 287 Zeta.real = du; in Convert_Geodetic_To_NZMG() 288 Zeta.imag = dlam; in Convert_Geodetic_To_NZMG() 297 z = Multiply(z, Zeta); in Convert_Geodetic_To_NZMG() 350 Zeta.real = C[5].real; in Convert_NZMG_To_Geodetic() 351 Zeta.imag = C[5].imag; in Convert_NZMG_To_Geodetic() 354 Zeta = Multiply(Zeta, z); in Convert_NZMG_To_Geodetic() 355 Zeta = Add(C[n], Zeta); in Convert_NZMG_To_Geodetic() 357 Zeta = Multiply(Zeta, z); in Convert_NZMG_To_Geodetic() 377 Zeta_sqr = Multiply(Zeta, Zeta); in Convert_NZMG_To_Geodetic() [all …]
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/dports/graphics/ossim/ossim-OrchidIsland-2.11.1/src/projection/ |
H A D | ossimNewZealandMapGridProjection.cpp | 279 Complex Zeta, z; in Convert_Geodetic_To_NZMG() local 304 Zeta.real = du; in Convert_Geodetic_To_NZMG() 305 Zeta.imag = dlam; in Convert_Geodetic_To_NZMG() 314 z = Multiply(z, Zeta); in Convert_Geodetic_To_NZMG() 367 Zeta.real = C[5].real; in Convert_NZMG_To_Geodetic() 368 Zeta.imag = C[5].imag; in Convert_NZMG_To_Geodetic() 371 Zeta = Multiply(Zeta, z); in Convert_NZMG_To_Geodetic() 372 Zeta = Add(C[n], Zeta); in Convert_NZMG_To_Geodetic() 374 Zeta = Multiply(Zeta, z); in Convert_NZMG_To_Geodetic() 394 Zeta_sqr = Multiply(Zeta, Zeta); in Convert_NZMG_To_Geodetic() [all …]
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/dports/astro/xplanet/xplanet-1.3.1/xplanet/arcs/ |
H A D | constellations | 38 13.8484 19.0902 10.5997 19.7712 # Aql Zeta-17,Tarazed 52 -55.9837 16.9767 -59.0318 16.8293 # Ara Zeta,Ara Eta 53 -55.9837 16.9767 -56.3676 17.4229 # Ara Zeta,Ara Gamma 100 -28.9687 6.9771 -30.0516 6.3384 # Adara,CMa Zeta-1 109 -24.9981 21.1188 -22.4026 21.4443 # Cap 24,Cap Zeta-34 110 -22.4026 21.4443 -19.4519 21.6177 # Cap Zeta-34,Cap 37 145 -42.4676 13.8266 -47.2805 13.9255 # Cen Mu,Cen Zeta 351 -52.5345 2.6234 -54.5513 2.6776 # Hor Eta,Hor Zeta 352 -54.5513 2.6776 -59.7309 3.0600 # Hor Zeta,Hor Mu 406 -14.8167 5.7823 -14.4844 5.8266 # Lep Zeta-14,Lep Zeta-14 [all …]
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/dports/astro/celestia-gtk/celestia-1.6.1/data/ |
H A D | asterisms.dat | 27 [ "Epsilon Aql" "Zeta Aql" "Gamma Aql" "Alpha Aql" "Beta Aql" "Theta Aql" "Eta Aql" "Delta Aql" "Ze… 34 [ "Zeta Ara" "Gamma Ara" ] 45 [ "Beta Aur" "Alpha Aur" "Epsilon Aur" "Zeta Aur" ] 115 [ "Zeta Cep" "Epsilon Cep" "Delta Cep" ] 228 [ "Pi Her" "Epsilon Her" "Zeta Her" ] 279 [ "Mu Lep" "Alpha Lep" "Zeta Lep" "Eta Lep" ] 429 [ "Zeta Sgr" "Epsilon Sgr" "Gamma Sgr" ] 447 [ "Alpha Sct" "Zeta Sct" ] 476 [ "Zeta Tel" "Alpha Tel" ] 502 [ "Alpha UMi" "Delta UMi" "Epsilon UMi" "Zeta UMi" "Beta UMi" "Gamma UMi" "Eta UMi" "Zeta UMi" ] [all …]
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/dports/astro/celestia/celestia-1.6.1/data/ |
H A D | asterisms.dat | 27 [ "Epsilon Aql" "Zeta Aql" "Gamma Aql" "Alpha Aql" "Beta Aql" "Theta Aql" "Eta Aql" "Delta Aql" "Ze… 34 [ "Zeta Ara" "Gamma Ara" ] 45 [ "Beta Aur" "Alpha Aur" "Epsilon Aur" "Zeta Aur" ] 115 [ "Zeta Cep" "Epsilon Cep" "Delta Cep" ] 228 [ "Pi Her" "Epsilon Her" "Zeta Her" ] 279 [ "Mu Lep" "Alpha Lep" "Zeta Lep" "Eta Lep" ] 429 [ "Zeta Sgr" "Epsilon Sgr" "Gamma Sgr" ] 447 [ "Alpha Sct" "Zeta Sct" ] 476 [ "Zeta Tel" "Alpha Tel" ] 502 [ "Alpha UMi" "Delta UMi" "Epsilon UMi" "Zeta UMi" "Beta UMi" "Gamma UMi" "Eta UMi" "Zeta UMi" ] [all …]
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/dports/science/nwchem/nwchem-7b21660b82ebd85ef659f6fba7e1e73433b0bd0a/src/nwxc/ |
H A D | nwxc_c_sogga.F | 137 type(nwad_dble)::RHOA,RHOB,rhoval,gammaval,RS,Zeta 267 Zeta = (RhoA-RhoB)/Rhoval 271 $ RS,Zeta,PotLC,dLdS,dLdZ,dummy,dummy,dummy) 272 Call nwxc_GZeta_p(Zeta,G,dGdZ,dummy,dummy) 275 $ RS,Zeta,PotLC,dLdS,dLdZ,dummy,dummy,dummy) 276 Call nwxc_GZeta(Zeta,G,dGdZ,dummy,dummy) 281 Call nwxc_GZeta_d2(Zeta,G,dGdZ,dummy,dummy) 285 Call nwxc_GZeta_d3(Zeta,G,dGdZ,dummy,dummy) 412 type(nwad_dble)::Zeta,GZet 429 OMZ = F1-Zeta [all …]
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H A D | nwxc_c_lsda.F | 57 type(nwad_dble)::Zeta,FZeta,z4,GZ,HZ 87 Call nwxc_EvFZet_p(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 95 Call nwxc_EvFZet(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 104 Call nwxc_EvFZet_d2(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 112 Call nwxc_EvFZet_d3(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 122 Z4 = Zeta**4 143 Subroutine nwxc_EvFZet_p(tol_rho,S,Zeta,FZeta,dfZdz,d2fZdz) argument 145 Subroutine nwxc_EvFZet(tol_rho,S,Zeta,FZeta,dfZdz,d2fZdz) 159 type(nwad_dble)::Zeta, FZeta 172 OMZ = One - Zeta [all …]
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H A D | intf_nwxc_GZeta.fh | 4 Subroutine nwxc_GZeta_p(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 7 Subroutine nwxc_GZeta(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 11 Subroutine nwxc_GZeta_d2(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 14 Subroutine nwxc_GZeta_d3(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 18 type(nwad_dble)::Zeta,GZet
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/dports/science/nwchem-data/nwchem-7.0.2-release/src/nwxc/ |
H A D | nwxc_c_sogga.F | 137 type(nwad_dble)::RHOA,RHOB,rhoval,gammaval,RS,Zeta 267 Zeta = (RhoA-RhoB)/Rhoval 271 $ RS,Zeta,PotLC,dLdS,dLdZ,dummy,dummy,dummy) 272 Call nwxc_GZeta_p(Zeta,G,dGdZ,dummy,dummy) 275 $ RS,Zeta,PotLC,dLdS,dLdZ,dummy,dummy,dummy) 276 Call nwxc_GZeta(Zeta,G,dGdZ,dummy,dummy) 281 Call nwxc_GZeta_d2(Zeta,G,dGdZ,dummy,dummy) 285 Call nwxc_GZeta_d3(Zeta,G,dGdZ,dummy,dummy) 412 type(nwad_dble)::Zeta,GZet 429 OMZ = F1-Zeta [all …]
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H A D | nwxc_c_lsda.F | 57 type(nwad_dble)::Zeta,FZeta,z4,GZ,HZ 87 Call nwxc_EvFZet_p(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 95 Call nwxc_EvFZet(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 104 Call nwxc_EvFZet_d2(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 112 Call nwxc_EvFZet_d3(tol_rho,GammaI,Zeta,FZeta,dfZdz,d2fZdz) 122 Z4 = Zeta**4 143 Subroutine nwxc_EvFZet_p(tol_rho,S,Zeta,FZeta,dfZdz,d2fZdz) argument 145 Subroutine nwxc_EvFZet(tol_rho,S,Zeta,FZeta,dfZdz,d2fZdz) 159 type(nwad_dble)::Zeta, FZeta 172 OMZ = One - Zeta [all …]
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H A D | intf_nwxc_GZeta.fh | 4 Subroutine nwxc_GZeta_p(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 7 Subroutine nwxc_GZeta(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 11 Subroutine nwxc_GZeta_d2(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 14 Subroutine nwxc_GZeta_d3(Zeta,GZet,dGZdz,d2GZdz,d3GZdz) 18 type(nwad_dble)::Zeta,GZet
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/dports/science/nwchem/nwchem-7b21660b82ebd85ef659f6fba7e1e73433b0bd0a/src/basis/libraries.bse/ |
H A D | roos_augmented_double_zeta_ano | 3 # Roos Augmented Double Zeta ANO version number 0 4 # Description: Roos Augmented Double Zeta ANO 76 basis "H_Roos Augmented Double Zeta ANO" SPHERICAL 116 basis "He_Roos Augmented Double Zeta ANO" SPHERICAL 159 basis "Li_Roos Augmented Double Zeta ANO" SPHERICAL 262 basis "Be_Roos Augmented Double Zeta ANO" SPHERICAL 365 basis "B_Roos Augmented Double Zeta ANO" SPHERICAL 468 basis "C_Roos Augmented Double Zeta ANO" SPHERICAL 571 basis "N_Roos Augmented Double Zeta ANO" SPHERICAL 674 basis "O_Roos Augmented Double Zeta ANO" SPHERICAL [all …]
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H A D | roos_augmented_triple_zeta_ano | 3 # Roos Augmented Triple Zeta ANO version number 0 4 # Description: Roos Augmented Triple Zeta ANO 39 # Roos Augmented Triple Zeta ANO 46 # Roos Augmented Triple Zeta ANO 53 # Roos Augmented Triple Zeta ANO 57 # Roos Augmented Triple Zeta ANO for Cr 85 basis "H_Roos Augmented Triple Zeta ANO" SPHERICAL 147 basis "He_Roos Augmented Triple Zeta ANO" SPHERICAL 213 basis "Li_Roos Augmented Triple Zeta ANO" SPHERICAL 354 basis "Be_Roos Augmented Triple Zeta ANO" SPHERICAL [all …]
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/dports/graphics/sane-backends/sane-backends-1.0.32/ |
H A D | README.zeta | 1 SANE and Zeta 4 The Zeta port is based on existing BeOS port, with some changes 6 conventions brought up by Zeta. 10 SANE 1.0.9 was updated for Zeta by Ithamar Adema for yellowTAB. 12 SANE 1.0.15 was updated for BeOS and Zeta by François Revol for yellowTAB. 14 Zeta uses a modified version of Philippe Houdoin's Sanity GUI frontend. 19 Platform: Zeta R1 (== BeOS R6.x) ix86
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/dports/math/reduce/Reduce-svn5758-src/contrib/rubi-red/rubi4/IntegrationRules/MathematicaNotebookFiles/SpecialFunctions/ |
H A D | ZetaFunctions.nb | 26 RowBox[{"Zeta", "[", 84 RowBox[{"Zeta", "[", 134 RowBox[{"Zeta", "[", 212 RowBox[{"Zeta", "[", 266 RowBox[{"Zeta", "[", 274 RowBox[{"Zeta", "[", 310 RowBox[{"Zeta", "[", 372 RowBox[{"Zeta", "[", 424 RowBox[{"Zeta", "[", 486 RowBox[{"Zeta", "[", [all …]
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/dports/math/yacas/yacas-1.9.1/docs/reference_manual/ |
H A D | special.rst | 26 .. function:: Zeta(x) 28 `Riemann`_'s `Zeta`_ function 36 In> Zeta(1) 38 In> Zeta(1.3) 39 Out> Zeta(1.3); 40 In> N(Zeta(1.3)) 42 In> Zeta(2) 44 In> N(Zeta(2));
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