Chris Bertram at Crooked Timber responds to Jonathan Wolff and to Brian Leiter on the question of the combative style in philosophical discussion. Bertram:
Sometimes combat might be the right stance, but seeing that as the default mode for philosophical discussion leads far too often to destructive Q&A sessions that aim at destroying the opponent and bolstering the amour propre of the aggressor. Where the aim is victory, then all kinds of rhetorical moves can prove effective: there’s no reason to think that truth will emerge as a by-product.
For my part, regarding blood-on-the-floor seminar rooms, I wonder to what extent the practice of awarding individual grades creates the impression among students of a zero-sum game in grades (whether or not a true zero-sum game is in operation*), exacerbating the combativeness aspect: “if I tear down Jones, that’s one less person in the top grade cohort I have to worry about.”
Perhaps more of a reach -- but that's supposed to exceed one's grasp, isn't it? -- is the connection of individualized grades with the neoliberal self-entrepreneur, which Jon discusses below, in relation to Mike Konczal's review of Mirowski.
But let's think about it for a minute: in seeing co-operation as "cheating" aren't we creating the conditions for artificial and fragile competition? Recall Hayek's worry (as parsed by Daniel Klein):
that the social-democratic ethos is an atavistic reassertion of the ethos and mentality of the primordial paleolithic band, a mentality resistant to ideas of spontaneous order and disjointed knowledge
Let's accept, for the sake of argument, that Klein expresses a (type of) neoliberal understanding of anthropology (okay, I can't resist: "hélas."). So we see that from this perspective, a teacher's job is to prevent cooperation (= social-democratic ethos = "cheating") and to establish the conditions for competition in awarding individual grades. That is, to contribute in some degree to the constitution of the atomized, competitive, self-entrepreneurial ... "neoliberal subject."
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* The question of grade inflation can be put here, as one way of defeating zero-sum games in grades.
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