@incollection {D:ronald,
	title = {Bedoelingen en principes. {E}en onverwachte relatie},
	booktitle = {Door Denken en Doen. {E}ssays bij het Werk van {R}onald {C}ommers},
	year = {2012},
	pages = {93{\textendash}106},
	publisher = {Academia Press},
	address = {Gent},
	author = {Batens, Diderik},
	editor = {Claes, Tom}
}
@article {D:ind_vpl7,
	title = {The Basic Inductive Schema, Inductive Truisms, and the Research-Guiding Capacities of the Logic of Inductive Generalization},
	journal = {Logique et Analyse},
	volume = {47},
	number = {185{\textendash}188},
	year = {2004},
	pages = {53{\textendash}84},
	abstract = {<p>The aim of this paper is threefold. First, the sometimes slightly messy application of the conditional rule RC of the logic of inductive general- ization is clari{\O}ed by reducing this rule to a so-called basic schema BS. Next, some common truisms about inductive generalization are shown to be mistaken, but are also shown to be valid in special cases. Finally, and most importantly, it is shown that applications of the adaptive logic of inductive generalization to sets of data, possibly in the presence of background knowledge, invokes certain empirical tests and certain theo- retically justi{\O}ed defeasible conjectures, which in a sensible way increase one{\textquoteright}s empirical and theoretical knowledge about a given domain.</p>},
	author = {Batens, Diderik}
}
@article {D:blocks,
	title = {Blocks. {T}he clue to dynamic aspects of logic},
	journal = {Logique et Analyse},
	volume = {38},
	number = {150-151-152},
	year = {1995},
	note = {Appeared 1997},
	pages = {285{\textendash}328},
	abstract = {<p>The present paper introduces a new approach to formal logic. The block approach is especially useful to grasp dynamic aspects of reasoning, including formal reasoning, that fall beyond the reach of the usual approaches. A block language, the block analysis of proofs, and semantic systems in terms of blocks are articulated. The approach is first applied to classical logic (including proof heuristics). It is used to solve two important problems for adaptive logics (that have a dynamic proof theory). Some further applications are discussed, including meaning change.</p>},
	author = {Batens, Diderik}
}
@article {D:bridge,
	title = {A bridge between two-valued and many-valued semantic systems: n-tuple semantics},
	journal = {Proceedings of the 12th International Symposium on Multiple-Valued Logic},
	volume = {IEEE},
	year = {1982},
	pages = {Los Angeles, 318{\textendash}322},
	author = {Batens, Diderik}
}
@incollection {D:bavw,
	title = {Bijna alle{\textendash}veel{\textendash}weinig},
	booktitle = {Contactgroepen Humane en Politieke Wetenschappen},
	year = {1977},
	pages = {6{\textendash}14},
	publisher = {NFWO},
	author = {Batens, Diderik}
}
