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lectures/rosen_schooling_model.md

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from quantecon import DLE
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```
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## A One-Occupation Model
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## A one-occupation model
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Ryoo and Rosen's (2004) {cite}`ryoo2004engineering` partial equilibrium model determines
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n_t = \alpha_s v_t + \epsilon_{st}
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$$
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## Mapping into HS2013 Framework
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## Mapping into HS2013 framework
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We represent this model in the {cite}`HS2013` framework by
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Preferences = namedtuple('Preferences', ['β', 'l_λ', 'π_h', 'δ_h', 'θ_h'])
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```
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### Effects of Changes in Education Technology and Demand
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### Effects of changes in education technology and demand
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We now study how changing
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