2. Provide a survey of useful quantitative methods that can
be applied to address important problems in agricultural
and resource economics
Provide a “tool kit” of various models that can be adapted
to address the issues of interest to researchers and other
partners
Convey an understanding of the strengths and weaknesses
of various quantitative approaches, and the empirical
challenges that are entailed in applying them to real-world
problems
Help strengthen the quantitative skills of the participants
and underline the economic foundations of the methods
being applied
3. We will not be able to cover all 4 of these quadrants at the
same level of detail – but we will provide a roadmap for
how they are connected
Static Dynamic
Micro-level
Farm production
models
Resource extraction
models
Macro-level
Multi-market
partial- and
general-equilibrium
models
Growth models
4. We will begin with the agricultural production
problem at the farm level, and understand how to
capture some key aspects of behavior --
especially the decisions of the producer to adjust
on either the intensive and extensive margins
We will explore the duality that underlies the
production problem, and use it to derive the
demand or key resources such as land and water
We will use these derived demands to define the
behavioral equations that can be used in larger
market models or to construct the benefit
functions that drive resource extraction behavior
5. In all of the models that we will consider, we will assume
that agents (producers or consumers) are optimizing with
respect to preferences, defined objectives and under
constraints of limited resources
In micro-level models, we can make the optimization
explicit in the structure of the model
When moving to macro-level models, we have to make the
optimization of agents implicit in reduced-form equations
that represent the first-order conditions of optimizing
behavior
Macro-models can sometimes contain the objective of the
social planner who is hypothesized to maximize combined
producer & consumer surplus -- although most do not
make this explicit
6. Econometrics and programming approaches
◦ Historically these approaches have been at odds,
but recent advances have started to close this gap
Where do we apply programming models?
◦ Explain observed outcomes
◦ Predict economic phenomena
◦ Influence economic outcomes
Why a programming approach?
Day 1 NotesHowitt and Msangi 6
7. Econometric Models
◦ Often more flexible and theoretically consistent, however
not often used with disaggregated empirical microeconomic
policy models of agricultural production
Constrained Structural Optimization (Linear
Programming)
◦ Ability to reproduce detailed constrained output decisions
with minimal data requirements, at the cost of restrictive
(and often unrealistic) constraints
Positive Mathematical Programming (PMP)
◦ Uses the observed allocations of crops (or livestock and
other activities) to derive nonlinear cost functions that
calibrate the model without adding unrealistic constraints
Day 1 NotesHowitt and Msangi 7
8. Computable General Equilibrium (CGE)
◦ Used in macro-economic and sectoral applications,
represents markets across the entire economy
Calibration using Entropy
◦ Suitable for ill-posed problems. Enables consistent
reconstruction of detailed flexible form models or
production functions on a disaggregate basis
So, what is the best economic model to use?
Day 1 NotesHowitt and Msangi 8
9. A better understanding of how various economic models
are related to each other – and where to apply them
A strengthened understanding of the economic principles
underlying these models
An appreciation for the empirical challenges in applying
these models, and how they can be addressed
Some ideas for how your own research problems can
addressed with the use of some of these models
An operational understanding of GAMS