html/science-Z-L.scm
(!label "example.eps" 3 "node_fig_Temp_6" "1")
(!label "erf.eps" 6 "node_fig_Temp_8" "2")
(!label "erfc.eps" 6 "node_fig_Temp_9" "3")
(!label "hazard.eps" 6 "node_fig_Temp_10" "4")
(!label "expint-E1.eps" 6 "node_fig_Temp_11" "5")
(!label "expint-E2.eps" 6 "node_fig_Temp_12" "6")
(!label "expint-Ei.eps" 6 "node_fig_Temp_13" "7")
(!label "gamma.eps" 6 "node_fig_Temp_14" "8")
(!label "gamma-1.eps" 6 "node_fig_Temp_15" "9")
(!label "lngamma.eps" 6 "node_fig_Temp_16" "10")
(!label "gammastar.eps" 6 "node_fig_Temp_17" "11")
(!label "psi.eps" 6 "node_fig_Temp_18" "12")
(!label "psi-1.eps" 6 "node_fig_Temp_19" "13")
(!label "psi-n.eps" 6 "node_fig_Temp_20" "14")
(!label "zeta.eps" 6 "node_fig_Temp_21" "15")
(!label "hzeta.eps" 6 "node_fig_Temp_22" "16")
(!label "eta.eps" 6 "node_fig_Temp_23" "17")
(!label "random-uniform-hist.eps" 7 "node_fig_Temp_24" "18")
(!label "random-uniform-int-hist.eps" 7 "node_fig_Temp_25" "19")
(!label "beta-hist.eps" 8 "node_fig_Temp_26" "20")
(!label "beta.eps" 8 "node_fig_Temp_27" "21")
(!label "bivariate-gaussian-hist.eps" 8 "node_fig_Temp_28" "22")
(!label "bivariate-gaussian.eps" 8 "node_fig_Temp_29" "23")
(!label "chi-squared-hist.eps" 8 "node_fig_Temp_30" "24")
(!label "chi-squared.eps" 8 "node_fig_Temp_31" "25")
(!label "exponential-hist.eps" 8 "node_fig_Temp_32" "26")
(!label "exponential.eps" 8 "node_fig_Temp_33" "27")
(!label "f-distribution-hist.eps" 8 "node_fig_Temp_34" "28")
(!label "f-distribution.eps" 8 "node_fig_Temp_35" "29")
(!label "flat-hist.eps" 8 "node_fig_Temp_36" "30")
(!label "flat.eps" 8 "node_fig_Temp_37" "31")
(!label "gamma-hist.eps" 8 "node_fig_Temp_38" "32")
(!label "gamma-dist.eps" 8 "node_fig_Temp_39" "33")
(!label "gaussian-hist.eps" 8 "node_fig_Temp_40" "34")
(!label "unit-gaussian-hist.eps" 8 "node_fig_Temp_41" "35")
(!label "gaussian.eps" 8 "node_fig_Temp_42" "36")
(!label "unit-gaussian.eps" 8 "node_fig_Temp_43" "37")
(!label "gaussian-tail-hist.eps" 8 "node_fig_Temp_44" "38")
(!label "unit-gaussian-tail-hist.eps" 8 "node_fig_Temp_45" "39")
(!label "gaussian-tail.eps" 8 "node_fig_Temp_46" "40")
(!label "unit-gaussian-tail.eps" 8 "node_fig_Temp_47" "41")
(!label "lognormal-hist.eps" 8 "node_fig_Temp_48" "42")
(!label "lognormal.eps" 8 "node_fig_Temp_49" "43")
(!label "pareto-hist.eps" 8 "node_fig_Temp_50" "44")
(!label "pareto.eps" 8 "node_fig_Temp_51" "45")
(!label "t-distribution-hist.eps" 8 "node_fig_Temp_52" "46")
(!label "t-distribution.eps" 8 "node_fig_Temp_53" "47")
(!label "triangular-hist.eps" 8 "node_fig_Temp_54" "48")
(!label "triangular.eps" 8 "node_fig_Temp_55" "49")
(!label "bernoulli-hist.eps" 8 "node_fig_Temp_56" "50")
(!label "bernoulli.eps" 8 "node_fig_Temp_57" "51")
(!label "binomial-hist.eps" 8 "node_fig_Temp_58" "52")
(!label "binomial.eps" 8 "node_fig_Temp_59" "53")
(!label "geometric-hist.eps" 8 "node_fig_Temp_60" "54")
(!label "geometric.eps" 8 "node_fig_Temp_61" "55")
(!label "logarithmic-hist.eps" 8 "node_fig_Temp_62" "56")
(!label "logarithmic.eps" 8 "node_fig_Temp_63" "57")
(!label "poisson-hist.eps" 8 "node_fig_Temp_64" "58")
(!label "poisson.eps" 8 "node_fig_Temp_65" "59")
(!label "discrete-hist.eps" 8 "node_fig_Temp_66" "60")
(!label "discrete-plot.eps" 8 "node_fig_Temp_67" "61")
(!label "histogram-plot.eps" 10 "node_fig_Temp_68" "62")
(!label "histogram-plot-scaled.eps" 10 "node_fig_Temp_69" "63")
(!label "histogram-2d-plot.eps" 10 "node_fig_Temp_70" "64")
(!label "discrete-histogram-plot.eps" 10 "node_fig_Temp_71" "65")
(!label "discrete-histogram-plot-scaled.eps" 10 "node_fig_Temp_72" "66")
(!label "ode-example-1-y0-plot.eps" 11 "node_fig_Temp_73" "67")
(!label "ode-example-1-y1-plot.eps" 11 "node_fig_Temp_74" "68")
(!label "ode-example-2-y0-plot.eps" 11 "node_fig_Temp_75" "69")
(!label "ode-example-2-y1-plot.eps" 11 "node_fig_Temp_76" "70")
(!label "cheb-cs-10-plot.eps" 12 "node_fig_Temp_77" "71")
(!label "cheb-cs-40-plot.eps" 12 "node_fig_Temp_78" "72")
(!label "cite{lgpl}" 16 "node_bib_1" "1")
(!label "cite{GSL}" 16 "node_bib_2" "2")
(!label "cite{MzScheme}" 16 "node_bib_3" "3")
(!label "cite{MzLib}" 16 "node_bib_4" "4")
(!label "cite{MrEd}" 16 "node_bib_5" "5")
(!label "cite{PLaneT}" 16 "node_bib_6" "6")
(!label "cite{PlotColl}" 16 "node_bib_7" "7")
(!label "cite{SimColl}" 16 "node_bib_8" "8")