Why Integrate Dynamics?
draft, in conjunction with a NIMBioS workshop on two-tiered models
Following
up on (Roughgarden et al., 2006), Roughgarden (2009) introduces the
idea of a two-tiered approach to modeling social behavior via
analogy to optimal foraging theory. Just as optimal
foraging models represent the evolution of conditional foraging
strategies, social behavior is to be represented as the evolution of
conditional reproductive transactions. This two-tiered approach
explicitly represents the dynamics of social decision-making that
governs individual behaviors, as well as the evolution of those social
dynamics. More generally, this conception of a two-tiered
modeling approach involves explicitly representing the separate
elements of the functional dynamics of a system and the evolution of
that system. Here I explore some theoretical questions
regarding the development of a two-tier modeling approach. I
begin by raising the question of what motivates the proposed
integration of functional and evolutionary dynamics. I then
indicate how the answer to that
question influences the scope of the project. Finally, I consider
how the move to a two-tiered approach affects the feasibility of
model-testing.
Publications
Levels of
Explanation Reconceived
forthcoming, Philosophy of Science.
A
common argument against explanatory reductionism is that
higher-level explanations are sometimes or always preferable because
they are more general than reductive explanations. Here I
challenge two basic assumptions that are needed for this argument to
succeed. It cannot be assumed that higher-level explanations are
more general than their lower-level alternatives, nor that higher-level
explanations are general in the right way to be explanatory. I
suggest a novel form of pluralism regarding levels of explanation,
according to which explanations at different levels are preferable in
different circumstances because they offer different types of
generality, which are appropriate in different circumstances of
explanation.
Explanatory Independence and Epistemic Interdependence: A Case Study of the Optimality Approach
forthcoming, The British Journal for the Philosophy of Science.
(Original publication available at bjps.oxfordjournals.org)
The
value of optimality modeling has long been a source of contention
amongst population biologists. Here I present a view of the
optimality approach as at once playing a crucial explanatory role and
yet also depending on external sources of confirmation.
Optimality models are not alone in facing this tension between their
explanatory value and their dependence on other approaches; I suspect
that the scenario is quite common in science. This investigation
of the optimality approach thus serves as a case study, on the basis of
which I suggest that there is a widely felt tension in science between
explanatory independence and broad epistemic interdependence, and that
this tension influences scientific methodology.
Optimality Modeling in a
Suboptimal World
2009, Biology and Philosophy, 24(2): 183-197.
(Original publication available at www.springerlink.com)
The fate of optimality modeling is typically linked to that of
adaptationism: the two are thought to stand or fall together (Gould and
Lewontin, 1979; Orzack and Sober, 1994). I argue here that this
is mistaken. The debate over adaptationism has tended to focus on
one particular use of optimality models, which I refer to here as their
strong use. The strong use of an optimality model involves the
claim that selection is the only important influence on the
evolutionary outcome in question and is thus linked to
adaptationism. However, biologists seldom intend this strong use
of optimality models. One common alternative that I term the weak
use simply involves the claim that an optimality model accurately
represents the role of selection in bringing about the outcome.
This and other weaker uses of optimality models insulate the optimality
approach from criticisms of adaptationism, and they account for the
prominence of optimality modeling (broadly construed) in population
biology. The centrality of these uses of optimality models
ensures a continuing role for the optimality approach, regardless of
the fate of adaptationism.
Optimality Modeling and Explanatory
Generality
2007,
Philosophy of Science, PSA 20th Biennial
Meeting (Vancouver): Contributed Papers, 74(5): 680-691.
The optimality
approach to modeling natural selection has been criticized by many
biologists and philosophers of biology. For instance, Lewontin
(1979) argues that the optimality approach is a shortcut that will be
replaced by models incorporating genetic information, if and when such
models become available. In contrast, I think that optimality
models have a permanent role in evolutionary study. I base my
argument for this claim on what I think it takes to best explain an
event. In certain contexts, optimality and game-theoretic models
best explain some central types of evolutionary phenomena.
Revisiting Galison's 'Aufbau/Bauhaus' in Light of
Neurath's Philosophical Projects
2006, with Audrey Yap,
Studies in History and Philosophy of Science, Part A, 37(3): 469-488.
Historically, the Vienna Circle and
the Dessau Bauhaus were related, with
members of each group familiar with the ideas of the other. Peter
Galison argues that their projects are related as well, through shared
political views and methodological approach. The two main figures
that connect the Vienna Circle to the Bauhaus—and the figures upon
which Galison focuses—are Rudolf Carnap and Otto Neurath. Yet the
connections that Galison develops do not properly capture the common
themes between the Bauhaus and Neurath’s philosophical projects.
We demonstrate this by considering Neurath’s philosophical
commitments. We suggest different connections between Neurath’s
projects and the Bauhaus, connections that are both substantive and
philosophically interesting.
Dissertation
Evolution, Explanation and
Unity of Science
Philosophy
Dissertation, 2007, Stanford University,
completed under the supervision of Elliott Sober and Michael Friedman.
Approaches to modeling
evolution by natural selection include optimality models, which capture
the evolution of a phenotypic trait in a population but do not
reference genetic change, and genetic models, which capture the genetic
dynamics of evolution. The merits and liabilities of the
optimality approach to modeling natural selection are a matter of
debate in population biology. Other biologists question the
degree to which genetic models of selection are necessary when dealing
with the long term evolutionary change of phenotypic traits. In
my dissertation, I examine philosophical issues related to the
optimality and genetic approaches to modeling natural selection.
Two types of results emerge from this investigation. First, I
defend the value of these two separate and yet complementary approaches
and argue that there is a tight relationship between them.
Second, I use this debate in biology as a case study that is
well-situated to shed new light on traditional problems in philosophy
of science concerning explanation, reductionism, and the unity of
science.