Method

NumCosmoMathStatsDistKerneleval_sum0_gamma_lambda

Declaration [src]

void
ncm_stats_dist_kernel_eval_sum0_gamma_lambda (
  NcmStatsDistKernel* sdk,
  NcmVector* chi2,
  NcmVector* weights,
  NcmVector* lnnorms,
  NcmVector* lnK,
  gdouble* gamma,
  gdouble* lambda
)

Description [src]

Computes the weighted sum of kernels at $\chi^2=$chi2 (the density estimator function), $$ e^\gamma (1+\lambda) = \sum_i w_i\bar{K} (\chi^2_i) / u_i,$$ where $\gamma = \ln(w_a\bar{K} (\chi^2_a) / u_a)$ and $a$ labels is the largest term of the sum. This function shall be used when each kernel has a different normalization factor.