Download AMRandom

AMRandom 4.1 - Generate Random Numbers to fit Probability Distribution - Full Delphi Source

AMRandom checked and founded to be 100% clean:

Archive: amrandom.zip
inflating: whatsnew.txt
inflating: Test Source/TestMain.dfm
inflating: Test Source/TestMain.pas
inflating: Test Source/TestRandom.dpr
inflating: Test Source/TestRandom.ico
inflating: Test Source/TestRandom.res
inflating: AMRandom.pas
inflating: AMRandomRS.pas
inflating: esbproducts.pdf
inflating: files.txt
inflating: MRNG.pas
inflating: random.f90.txt
inflating: readme.txt
inflating: T_random.f90.txt
inflating: TestRandom.exe
Scan Results of T_random.f90.txt
T_random.f90.txt: OK
Scan Results of Test Source/TestRandom.dpr
Test Source/TestRandom.dpr: OK

-----------------------------------

MRNG.pas: OK
Scan Results of AMRandomRS.pas
AMRandomRS.pas: OK
Scan Results of esbproducts.pdf
esbproducts.pdf: OK
Scan Results of AMRandom.pas
AMRandom.pas: OK
Scan Results of random.f90.txt
random.f90.txt: OK
Scan Results of whatsnew.txt
whatsnew.txt: OK
Scan Results of readme.txt
readme.txt: OK
Scan Results of files.txt
files.txt: OK
Scan Results of amrandom.zip
amrandom.zip: OK
Known viruses: 78035
Scanned directories: 2
Scanned files: 16
Infected files: 0
Data scanned: 0.80 MB
Time: 1.767 sec (0 m 1 s)

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This aims to supply a Borland Delphi translation of Alan Miller's Random Module for FORTRAN-90. This translation has been done with Dr Miller's approval and is being made FREELY available to all Delphi Developers, though we do ask the Alan Miller and ESB
Consultancy be given due credit.

It includes the following Random Number Generators:

- Normal (Gaussian)
- Gamma
- Chi-squared
- Exponential
- Weibull
- Beta
- t
- Multivariate Normal
- Generalized inverse Gaussian
- Binomial (2 different ones)
- Negative Binomial
- von Mises
- Cauchy
-Lognormal

Includes full Delphi Source and Demo.