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ChangeLogH A D14-Nov-20187.2 KiB221130

Makefile.amH A D14-Nov-2018718 229

Makefile.inH A D03-May-202235.3 KiB1,064936

READMEH A D23-Jul-20171.5 KiB3827

TODOH A D14-Nov-20181.2 KiB2921

gsl_monte.hH A D29-Feb-20201.6 KiB5822

gsl_monte_miser.hH A D14-Nov-20182.6 KiB9862

gsl_monte_plain.hH A D23-Jul-20171.8 KiB6632

gsl_monte_vegas.hH A D14-Nov-20183.2 KiB12675

miser.cH A D14-Nov-201817 KiB710535

plain.cH A D14-Nov-20183.4 KiB15399

test.cH A D14-Nov-201816.1 KiB481374

test_main.cH A D14-Nov-20181.5 KiB7247

vegas.cH A D14-Nov-201822.6 KiB926666

README

1G. P. Lepage, "VEGAS..." J. Comp. Phys. 27, 192(1978).
2W.H. Press, G.R. Farrar, "Miser..." Computers in Physics, v4 (1990), pp190-195
3
4References from PVEGAS by Richard Kreckel
5
6[1]:  G.P. Lepage: A New Algorithm for Adaptive Multidimensional
7      Integration; Journal of Computational Physics 27,
8      192-203, (1978)
9
10[2]:  W. Press, S. Teukolsky, W. Vetterling, B. Flannery: Numerical
11      Recipes in C, (second edition) Cambridge University Press,
12      1992.
13
14[3]:  R.C. Tausworthe: Random numbers generated by linear
15      recurrence modulo two, Math. Comput. 19, 201-209, (1965)
16
17[4]:  I. Deak: Uniform random number generators for parallel
18      computers; Parallel Computing, 15, 155-164, (1990)
19
20[5]:  R. Kreckel: Parallelization of adaptive MC integrators,
21      MZ-TH/97-30, physics/9710028; Comp. Phys. Comm., 106, 258-266,
22      (1997) (A preliminary version of this article can be retrieved
23      via anonymous ftp from ftpthep.physik.uni-mainz.de in the directory
24      /pub/pvegas/.)
25
26[6]:  S. Veseli: Multidimensional integration in a heterogeneous
27      network environment; FERMILAB-PUB-97/271-T; physics/9710017
28
29[7]:  R. Kreckel: Addendum: Parallelization of adaptive MC integrators,
30      (Available via anonymous ftp from ftpthep.physik.uni-mainz.de in
31      the directory /pub/pvegas/.)
32
33[8]:  MPI-Forum: MPI: A Message-Passing Interface Standard, University
34      of Tennessee, Knoxville, Tennessee, (1995)
35
36[9]:  T. Ohl: Vegas Revisited: Adaptive Monte Carlo Integration Beyond
37      Factorization; hep-ph/9806432
38