Disambiguations:
Roy A. Benton [3]Roy Albert Benton [1]
  1.  4
    Roy A. Benton (1979). A Descending Chain of Classical Logics for Which Necessitation Implies Regularity. Zeitschrift fur mathematische Logik und Grundlagen der Mathematik 25 (19-24):289-291.
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    Roy A. Benton (2002). A Simple Incomplete Extension of T Which is the Union of Two Complete Modal Logics with F.M.P. Journal of Philosophical Logic 31 (6):527-541.
    I present here a modal extension of T called KTLM which is, by several measures, the simplest modal extension of T yet presented. Its axiom uses only one sentence letter and has a modal depth of 2. Furthermore, KTLM can be realized as the logical union of two logics KM and KTL which each have the finite model property (f.m.p.), and so themselves are complete. Each of these two component logics has independent interest as well.
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    Roy A. Benton (1979). A Descending Chain of Classical Logics for Which Necessitation Implies Regularity. Mathematical Logic Quarterly 25 (19‐24):289-291.
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