# Timings for ARVAG, Chap. 8
# --------------------------
#
# Runtime approx (# distributions)x(# methods)
#

# Distributions:
distr = normal
distr = cauchy
distr = exponential
distr = gamma(3)
distr = beta(3,4)
distr = beta(30,40)
distr = cont; name="hyperbolic"; pdf="exp(-0.5*sqrt(1+x^2))"; pdfarea=3.31288224; mode=0.
distr = normal; domain=(0,0.5)
distr = powerexponential(3); orderstatistics=199,100; mode=0

# Methods:
method = tdr; variant_gw; c=0;    cpoints=3; usedars; max_sqhratio=0.99;
method = tdr; variant_gw; c=-0.5; cpoints=3; usedars; max_sqhratio=0.99;
method = tdr; variant_ia; c=-0.5; cpoints=3; usedars; max_sqhratio=0.99;
method = tdr; variant_ps; c=-0.5; cpoints=3; usedars; max_sqhratio=0.99;
method = tdr; variant_ps; c=-0.5; cpoints=3; usedars; max_sqhratio=0.9;
method = tdr; variant_ps; c=-0.5; cpoints=3; usedars; max_sqhratio=0.5;
method = tdr; variant_ps; c=-0.5; cpoints=3; usedars=off; max_sqhratio=0.99;
method = utdr; 
method = arou; cpoints=3; usedars; max_sqhratio=0.99;
method = tabl; usedars; nstp=5; max_intervals=10000; max_sqhratio=0.99; 
method = tabl; usedars; nstp=5; areafraction=0.25; max_sqhratio=0.9;
method = srou
method = srou; cdfatmode=0.5;
method = srou; r=2;
method = ssr
method = ssr; cdfatmode=0.5;
method = ninv; useregula;
method = ninv; useregula; table=100;
method = hinv; order=3; u_resolution=1.e-9
