Changes between Version 5 and Version 6 of NonLinearFilters

Timestamp:

Mar 30, 2011, 5:36:12 PM (14 years ago)

Author:

Pedro Gea

Comment:

--

NonLinearFilters

@@ -77 +77 @@
 Si representamos y denominamos al parámetro de inicialización del filtro con la letra épsilon, podemos escribir:
 {{{
-Filter.Delta(delta, epsilon) = (1-delta)/(1-delta*B) |_epsilon : Input 
+Filter.Delta(delta, epsilon; Input) = (1-delta)/(1-delta*B) |_epsilon : Input 
 }}}
-[[LatexEquation(\textrm{Delta}_t(\delta, \epsilon) = {\frac{1-\delta}{1-\delta B}}|_\epsilon : I_t)]]
+[[LatexEquation(\textrm{Delta}(\delta, \epsilon; I_t) = {\frac{1-\delta}{1-\delta B}}|_\epsilon : I_t)]]
 
 A menudo se confunde la necesidad de conocer un primer valor del filtro ({{{Filter_0}}}) 
@@ -92 +92 @@
 
 {{{
-Filter.Delta0(delta) = Filter.Delta(delta, 0) = (1-delta)/(1-delta*B) |_0 : Input
+Filter.Delta0(delta; Input) = Filter.Delta(delta, 0; Input) = (1-delta)/(1-delta*B) |_0 : Input
 }}}
-[[LatexEquation(\textrm{Delta0}_t(\delta) = \textrm{Delta}_t(\delta,0) = {\frac{1-\delta}{1-\delta B}}|_0 : I_t)]]
+[[LatexEquation(\textrm{Delta0}(\delta; I_t) = \textrm{Delta}_t(\delta,0; I_t) = {\frac{1-\delta}{1-\delta B}}|_0 : I_t)]]
 
 == Filtro delta estacional. Filtro s-delta ==