9 
9 
\param a ; differentiable scalar

10 
10 
\param b ; differentiable scalar

11 
11 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


12 
\ingroup ECOL

12 
13 
**/

13 
14 
dvariable logistic(const double& x, const prevariable& a, const prevariable& b)

14 
15 
{

...  ...  
24 
25 
\param a ; differentiable scalar

25 
26 
\param b ; differentiable scalar

26 
27 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


28 
\ingroup ECOL

27 
29 
**/

28 
30 
dvar_vector logistic(const dvector& x, const prevariable& a, const prevariable& b)

29 
31 
{

...  ...  
39 
41 
\param a ; differentiable vector

40 
42 
\param b ; differentiable scalar

41 
43 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


44 
\ingroup ECOL

42 
45 
**/

43 
46 
dvar_vector logistic(const dvector& x, const dvar_vector& a, const prevariable& b)

44 
47 
{

...  ...  
55 
58 
\param a ; differentiable scalar

56 
59 
\param b ; differentiable vector

57 
60 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


61 
\ingroup ECOL

58 
62 
**/

59 
63 
dvar_vector logistic(const dvector& x, const prevariable& a, const dvar_vector& b)

60 
64 
{

...  ...  
70 
74 
\param a ; differentiable vector

71 
75 
\param b ; differentiable vector

72 
76 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


77 
\ingroup ECOL

73 
78 
**/

74 
79 
dvar_vector logistic(const dvector& x, const dvar_vector& a, const dvar_vector& b)

75 
80 
{

...  ...  
87 
92 
\param a ; differentiable scalar in a random effects model

88 
93 
\param b ; differentiable scalar in a random effects model

89 
94 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


95 
\ingroup ECOL

90 
96 
**/

91 
97 
df1b2variable logistic(const double& x, const df1b2variable& a, const df1b2variable& b)

92 
98 
{

...  ...  
100 
106 
\param a ; differentiable scalar in a random effects model

101 
107 
\param b ; differentiable scalar in a random effects model

102 
108 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


109 
\ingroup ECOL

103 
110 
**/

104 
111 
df1b2vector logistic(const dvector& x, const df1b2variable& a, const df1b2variable& b)

105 
112 
{

...  ...  
113 
120 
\param a ; differentiable vector in a random effects model

114 
121 
\param b ; differentiable scalar in a random effects model

115 
122 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


123 
\ingroup ECOL

116 
124 
**/

117 
125 
df1b2vector logistic(const dvector& x, const df1b2vector& a, const df1b2variable& b)

118 
126 
{

...  ...  
129 
137 
\param a ; differentiable scalar in a random effects model

130 
138 
\param b ; differentiable vector in a random effects model

131 
139 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


140 
\ingroup ECOL

132 
141 
**/

133 
142 
df1b2vector logistic(const dvector& x, const df1b2variable& a, const df1b2vector& b)

134 
143 
{

...  ...  
142 
151 
\param a ; differentiable vector in a random effects model

143 
152 
\param b ; differentiable vector in a random effects model

144 
153 
\return \f$ \frac{e^{a+bx}}{(1+e^{a+bx})} \f$


154 
\ingroup ECOL

145 
155 
**/

146 
156 
df1b2vector logistic(const dvector& x, const df1b2vector& a, const df1b2vector& b)

147 
157 
{
