Table 9 Solution of the Neoclassical model
From: Economic behavior of indigenous peoples: the Mexican case
\( \frac{{\dot{c}}}{c} = \frac{1}{{\sigma_{c} }}\left( {F^{\prime }_{K} - \rho } \right)\quad \left( {{\text{T9}}. 1} \right) \) | ||
\( \frac{{\mathop {\left( {\bar{\theta } - \theta } \right)}\limits^{ \cdot } }}{{\left( {\bar{\theta } - \theta } \right)}} = \frac{1}{\delta }\left( {\sigma_{c} \left( {\frac{{\dot{c}}}{c}} \right) - \emptyset_{{\left( {\bar{\theta } - \theta } \right)K}} \left( {\frac{{\dot{K}}}{K}} \right)} \right)\quad \left( {{\text{T9}}. 2} \right) \) | ||
\( \frac{{\dot{K}}}{K} = \frac{{F\left[ {K,R,\left( {\bar{\theta } - \theta } \right)} \right]}}{K} - \frac{c}{K}\quad \left( {{\text{T9}}. 3} \right) \) | ||
\( \sigma_{c} = - \frac{u^{\prime \prime} }{u^{\prime} }c \) \( \sigma_{{\left( {\bar{\theta } - \theta } \right)}} = - \frac{g^{\prime \prime} }{g^{\prime} }\left( {\bar{\theta } - \theta } \right) \) | \( \delta = \sigma_{{\left( {\bar{\theta } - \theta } \right)}} - \emptyset_{{\left( {\bar{\theta } - \theta } \right)}} \) | \( \emptyset_{{\left( {\bar{\theta } - \theta } \right)}} = - \frac{{F^{\prime \prime}_{{\left( {\bar{\theta } - \theta } \right)}} }}{{F^{\prime}_{{\left( {\bar{\theta } - \theta } \right)}} }}\left( {\bar{\theta } - \theta } \right) \) \( \emptyset_{{\left( {\bar{\theta } - \theta } \right)K}} = - \frac{{F^{\prime}_{{\left( {\bar{\theta } - \theta } \right)K}} }}{{F^{\prime}_{{\left( {\bar{\theta } - \theta } \right)}} }}K \) |