@incollection {D:JP,
	title = {The Consistency of {P}eano {A}rithmetic. {A} Defeasible Perspective},
	booktitle = {Modestly Radical or Radically Modest. Festschrift for Jean Paul Van Bendegem on the Occasion of His 60th Birthday},
	year = {2014},
	pages = {11{\textendash}59},
	publisher = {College Publications},
	abstract = {<p>This paper proposes to replace \sys{PA}, Peano Arithmetic, by a theory \sys{APA} defined in terms of (i)\&nbsp;a set of axioms that is classically equivalent to the Peano axioms and (ii)\&nbsp;a defeasible logic that minimizes inconsistency, viz.\ an inconsistency-adaptive logic. If \sys{PA} is consistent, its set of theorems coincides with the set of \sys{APA}-theorems. If \sys{PA} is inconsistent, \sys{APA} is non-trivial and has the following remarkable property: there is a unique non-standard number that is its own successor and every {\textquoteleft}desirable{\textquoteright} \sys{PA}-theorem is retained if restricted to the other numbers. The restriction can be expressed in the language of arithmetic. And there is much more.</p>},
	author = {Batens, Diderik},
	editor = {Allo, Patrick and Van Kerkhove, Bart}
}
@incollection {1998274,
	title = {On the curious historical coincidence of algebra and double-entry bookkeeping},
	booktitle = {Foundations of the formal sciences VII : bringing together philosophy and sociology of science},
	series = {Studies in Logic},
	volume = {32},
	year = {2011},
	pages = {109{\textendash}130},
	publisher = {College Publications},
	isbn = {9781848900493},
	url = {http://www.collegepublications.co.uk/logic/?00021},
	author = {Heeffer, Albrecht},
	editor = {Fran{\c c}ois, Karen and L{\"o}we, Benedikt and M{\"u}ller, Thomas and Van Kerkhove, Bart}
}
