Changes between Version 135 and Version 136 of DatabaseBasedAnalysis/Spectrum

Timestamp:

12/05/19 14:23:31 (5 years ago)

Author:

tbretz

Comment:

--

DatabaseBasedAnalysis/Spectrum

@@ -93 +93 @@
 \[N_0^\textrm{tot} = \sum_{i=0...N}^{E\in[E_\textrm{min};E_\textrm{max}]}\sum_{j=0...N}^{\theta\in[\theta_\textrm{min};\theta_\textrm{max}]} \omega(E_i, \theta_j)\]
 
-Since \(\omega(E, \theta) = \omega_E(E)\cdot \omega_\theta(\theta) \)
-
-\[N_0^\textrm{tot} = \sum_{i=0...N}^{E\in[E_\textrm{min};E_\textrm{max}]}\sum_{j=0...N}^{\theta\in[\theta_\textrm{min};\theta_\textrm{max}]} \omega_E(E_i)\cdot\omega_\theta(\theta_j)\]
+Since \(\omega(E, \theta) = \rho(E)\cdot \tau(\theta) \)
+
+\[N_0^\textrm{tot} = \sum_{i=0...N}^{E\in[E_\textrm{min};E_\textrm{max}]}\sum_{j=0...N}^{\theta\in[\theta_\textrm{min};\theta_\textrm{max}]} \rho(E_i)\cdot\tau(\theta_j) = \sum_{i=0...N}^{E\in[E_\textrm{min};E_\textrm{max}]}\rho(E_i)\cdot\sum_{j=0...N}^{\theta\in[\theta_\textrm{min};\theta_\textrm{max}]} \tau(\theta_j)\]