33   inline double f3(
const double x, 
const double y, 
const double z)
 
   35     return fx(x) * fy(y) * fz(z);
 
   38   template<
class JKey_t, 
class JValue_t, 
class JDistance_t>
 
   40     public JPolintMap<N, JKey_t, JValue_t, JGridMap,
 
   41                       JResultHesse<typename JResultType<JValue_t>::result_type>,
 
   53 int main(
int argc, 
char **argv)
 
   65     JParser<> zap(
"Example program to test multi-dimensional interpolation.");
 
   77   catch(
const exception &error) {
 
   78     FATAL(error.what() << endl);
 
   82   const double xmin = -1.0;
 
   83   const double xmax = +1.0;
 
   91                    JMap_t>::maplist                         JMaplist_t;
 
   94   typedef JMultiFunction_t::result_type                     result_type;
 
  100     for (
double y = 
xmin; 
y < 
xmax + 0.5*dx; 
y += dx) {
 
  101       for (
double z = 
xmin; z < 
xmax + 0.5*dx; z += dx) {
 
  111   if (numberOfEvents > 0) {
 
  116     for (
int i = 0; i != numberOfEvents; ++i) {
 
  118       const double x  = gRandom->Uniform(
xmin, 
xmax);
 
  119       const double y  = gRandom->Uniform(
xmin, 
xmax);
 
  120       const double z  = gRandom->Uniform(
xmin, 
xmax);
 
  122       const result_type 
result = g3(x,y,z);
 
  124       const double v  = 
f3(x,y,z);
 
  129       H[0][0].
put(fx.getDerivative().getDerivative(x) * fy(y) * fz(z)  -  result.fpp.f.f);
 
  130       H[1][0].
put(fx.getDerivative(x) * fy.getDerivative(y) * fz(z)    -  result.fp.fp.f);
 
  131       H[2][0].
put(fx.getDerivative(x) * fy(y) * fz.getDerivative(z)    -  result.fp.f.fp);
 
  133       H[1][1].
put(fx(x) * fy.getDerivative().getDerivative(y) * fz(z)  -  result.f.fpp.f);
 
  134       H[2][1].
put(fx(x) * fy.getDerivative(y) * fz.getDerivative(z)    -  result.f.fp.fp);
 
  136       H[2][2].
put(fx(x) * fy(y) * fz.getDerivative().getDerivative(z)  -  result.f.f.fpp);
 
  143       cout << 
"Hessian matrix" << endl;
 
  145       for (
int i = 0; i != 
N; ++i) {
 
  146         for (
int j = 0; 
j <= i; ++
j) {
 
  152       for (
int i = 0; i != 
N; ++i) {
 
  153         for (
int j = 0; 
j <= i; ++
j) {
 
  163     for (
int i = 0; i != 
N; ++i) {
 
  164       for (
int j = 0; 
j <= i; ++
j) {
 
  166         ASSERT(H[i][
j].getSTDev() <= precision);
 
  174       cout << 
"> " << flush;
 
  178       if (
getline(cin, buffer) && !buffer.empty()) {
 
  182         istringstream(buffer) >> x >> y >> z;
 
  185           cout << 
f3(x,y,z) << 
' ' << 
get_value(g3(x,y,z)) << endl;
 
  188           cout << exception << endl;
 
Utility class to parse command line options. 
 
Q(UTCMax_s-UTCMin_s)-livetime_s
 
int main(int argc, char *argv[])
 
The elements in a collection are sorted according to their abscissa values and a given distance opera...
 
static const double H
Planck constant [eV s]. 
 
double getMean(vector< double > &v)
get mean of vector content 
 
#define ASSERT(A,...)
Assert macro. 
 
I/O formatting auxiliaries. 
 
#define make_field(A,...)
macro to convert parameter to JParserTemplateElement object 
 
std::istream & getline(std::istream &in, JString &object)
Read string from input stream until end of line. 
 
General purpose messaging. 
 
then usage $script< input file >[option[primary[working directory]]] nWhere option can be N
 
Utility class to parse command line options. 
 
double f3(const double x, const double y, const double z)
3D function. 
 
Polynome function object. 
 
Auxiliary data structure for floating point format specification. 
 
int numberOfBins
number of bins for average CDF integral of optical module