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Table 10 Solution of the Endogenous model

From: Economic behavior of indigenous peoples: the Mexican case

\( \frac{{\dot{c}}}{c} = \frac{1}{{\sigma_{c} }}\left[ {\left( {A\left( {\bar{\theta } - \theta } \right)} \right) - \rho } \right]\quad \left( {{\text{T1}}0. 1} \right) \)
\( \frac{{\mathop {\left( {\bar{\theta } - \theta } \right)}\limits^{ \cdot } }}{{\left( {\bar{\theta } - \theta } \right)}} = \frac{1}{{\sigma_{{\bar{\theta } - \theta }} }}\left( {\sigma_{c} \frac{{\dot{c}}}{c} - \frac{{\dot{K}}}{K}} \right)\quad \left( {{\text{T1}}0. 2} \right) \)
\( \frac{{\dot{K}}}{K} = \left( {A\left( {\bar{\theta } - \theta } \right)} \right) - \frac{c}{K}\quad \left( {{\text{T1}}0. 3} \right) \)
  1. Source: Table elaborated by the author