INGOR
|
GenDataFilter generates a simulated dataset for the given network structure. The network structure can be generated by the RNDNetworkFilter.
n=
n The number of samples to generate.
file=
file The generated data set is put in the specified file. The data set is put in GDF format. See the programming document of ytGDF for details.
args={
key [ =
value ,
... ]}
Arguments for outputting the dataset. See the programming document of ytGDF for the available key and values.
types=
t1:
t2:
... Types of variables. If not specified they are automatically determined at random with the ratio specified by the r
argument. t i is either d
and c
where i represents the index of variables.
disc=
r1:
r2:
... The probabilities of the number of categories for discrete variables. r1 + ... + r N needs to be 1.0, representing that a discrete variable will have i + 1 categories with probability r i. If this is not specified, all the discrete variables have two possible values (categories).
r=
x The ratio of discrete variables.
dehybrid
Specifies to save generated data as dynamic model represented by a bipartite graph.
categorical
Discrete variables are regarded as categorical values.
sd=
x (default: x=0.3) Standard deviation of the system noise. The system noise is generated and added to the calculated data using random values of the normal distribution with the specified standard deviation.
osd=
x (default: x=0) Standard deviation of the observation noise. The observation noise is generated and added to the generated data using random values of the normal distribtion with the specified standard deviation. If 0 is specified, no observation noise is added.
func=
f1:
f2:
... The list of function IDs to be assigned for edges.
use_net_func
Use function IDs for edges in node property "model.func
" of the input network.
dbn
Shrinking time-expanded DBN model data before writing into a file. This assumes mainly time-expanded DBN networks generated by RNDNetworkFilter with "m=dbn
" option.
rand_type=
{ normal
| uniform
} (default: rand_type=normal
)