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Compressing inconsistent data

IEEE Transactions on Information Theory, 1994
In a frequent practical situation one possesses inconsistent fragmentary data concerning some industrial process or natural phenomenon. It is an interesting and reasonable task to assess what the most concise way to store or transmit them would be.
KORNER, JANOS, Mario Lucertini
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INCOHERENCE AND INCONSISTENCY

The Review of Symbolic Logic, 2014
AbstractThis paper scrutinizes the relationship between inconsistency and incoherence with a special focus on probabilistic measures of coherence. As is shown, while the majority of extant coherence measures face problems regarding the assessment of inconsistent sets of propositions, it is possible to adapt the measures in order to improve their ...
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Inconsistencies

2017
Meditations, aphorisms, maxims, notes, and comments construct a philosophy of thought congruent with the inconsistency of our reality. Those who continue to think never return to their point of departure. —Inconsistencies These 130 short texts—aphoristic, interlacing, and sometimes perplexing—target a ...
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Time-inconsistent preferences and time-inconsistent policies

Journal of Mathematical Economics, 2014
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Nick L. Guo, Frank N. Caliendo
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Inconsistency

2005
AbstractThis chapter argues that the main approach to modeling the interactions between classical microscopic particles and electromagnetic fields is inconsistent. Contrary to what many philosophers consider as ‘philosophical common sense’, a theoretical scheme can be inconsistent and yet be successful.
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INDICATIONS OF INCONSISTENCY

The Cambridge Law Journal, 2019
AbstractThe author makes two claims in this paper. First, there appears to be an increase in indications of inconsistency (“IoIs”) across the common law world. Second, this increase is a normatively concerning turn in judicial practice. IoIs are judicial statements which, either explicitly or by implication, indicate that primary legislation is ...
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Inconsistencies in Ontologies

2006
Traditionally, theorem provers have been used to prove theorems with relatively small axiomatisations. The recent development of large ontologies poses a non-trivial challenge of reasoning with axiomatisations consisting of hundreds of thousands axioms. In the near future much larger ontologies will be available.
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