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b -Hurwitz numbers from refined topological recursion. [PDF]

open access: yesMath Ann
Kumar Chidambaram N   +2 more
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Proof Against Proof:

2022
Abstract This paper offers a new reading of the final chapters of Sextus Empiricus’ Against the Logicians (M 8.463–81), arguing against two orthodoxies: (i) that here we have an instance of the sceptic deploying his classic method of equipollence (opposing equally compelling arguments against one another and suspending judgement in light
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Proof and Canonical Proof

Synthese, 1997
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Revision proofness

Journal of Economic Theory, 2014
We analyze an equilibrium concept called revision-proofness for infinite-horizon games played by a dynasty of players. Revision-proofness requires strategies to be robust to joint deviations by multiple players and is a refinement of sub-game perfection. Sub-game perfect paths that can only be sustained by reversion to paths with payoffs below those of
Ales, Laurence, Sleet, Christopher
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Strategy-Proof Exchange [PDF]

open access: possibleEconometrica, 1995
Summary: We consider the allocation of goods in exchange economies with a finite number of agents who may have private information about their preferences. In such a setting, standard allocation rules such as Walrasian equilibria or rational expectations equilibria are not compatible with individual incentives.
Barbera, Salvador, Jackson, Matthew O
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Spill proof

Nursing Standard, 1987
An anti-spill device which is attached to the standard male urine bottle may help to solve the problem of accidental spillage.
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Proof theory

2018
Proof theory is a branch of mathematical logic founded by David Hilbert around 1920 to pursue Hilbert’s programme. The problems addressed by the programme had already been formulated, in some sense, at the turn of the century, for example, in Hilbert’s famous address to the First International Congress of Mathematicians in Paris.
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