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  1. Well-Ordered Science’s Basic Problem.Cristian Larroulet Philippi - 2020 - Philosophy of Science 87 (2):365-375.
    Kitcher has proposed an ideal-theory account—well-ordered science (WOS)— of the collective good that science’s research agenda should promote. Against criticism regarding WOS’s action-guidance, Kitcher has advised critics not to confuse substantive ideals and the ways to arrive at them, and he has defended WOS as a necessary and useful ideal for science policy. I provide a distinction between two types of ideal-theories that helps clarifying WOS’s elusive nature. I use this distinction to argue that the action-guidance problem that WOS faces (...)
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  2. Is Quantitative Measurement in the Human Sciences Doomed? On the Quantity Objection.Cristian Larroulet Philippi - forthcoming - British Journal for the Philosophy of Science.
    Are widely used measurements in the human sciences (say happiness surveys or depression scales) quantitative or merely ordinal? If they are merely ordinal, could they be developed into quantitative measurements, just like in the progression from thermoscopes to thermometers? Taking inspiration from recent philosophy of measurement, some practitioners express optimism about future human science measurements. The so-called quantity objection stands out for having the only chance of settling the debate in favour of the pessimists. It claims that the problem lies (...)
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    Well-Being Measurements and the Linearity Assumption: A Response to Wodak.Cristian Larroulet Philippi - forthcoming - Australasian Journal of Philosophy.
    Wodak (2019) persuasively argues that we are not justified in believing that well-being measurements are linear. From this, he infers grave consequences for both political philosophy thought experiments and empirical psychological research. Here I argue that these consequences do not follow. Wodak’s challenges to the status of well-being measurements do not affect thought experiments, and well-being empirical researchers may be justified in making average comparisons even if their measurements are not linear.
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