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    The Hicks-Moorsteen Productivity Index Satisfies the Determinateness Axiom.

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    There are two total factor productivity indices available in the literature based on a primal notion of the technology. In a ratio tradition, these are the Malmquist and the HicksMoorsteen productivity indices. In a difference perspective, the Luenberger and Luenberger-Hicks-Moorsteen productivity indicators are based upon a sightly different concept. The purpose of this note is to establish that -in contrast to the Malmquist index- the Hicks-Moorsteen type of productivity index (as well as its difference-based counterpart) is well-defined and satisfies the determinateness property, since the underlying distance functions are always feasible.Malmquist productivity index, Hicks-Moorsteen productivity index, determinateness

    Why the binding theory doesn’t apply at LF

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    This article argues that the relegation of the binding theory to the C-I interface (LF) is theoretically undesirable and empirically unwarranted. Recent Minimalist research has sought to eliminate the binding theory from UG by reducing its conditions to narrow-syntactic operations (Hornstein 2000, 2006; Reuland 2001, 2006; Kayne 2002; Zwart 2002, 2006; Hicks 2006). This approach remains controversial since the canonical Minimalist binding theory (Chomsky 1993; Chomsky and Lasnik 1993) views the binding conditions as interpretive rules applying at LF, supported by evidence that Condition A interacts with other interpretive phenomena assumed to be determined at LF (Lebeaux 1998; Fox and Nissenbaum 2004). While the interaction of anaphor binding and scope relations in particular is not disputed, I show that it is attributable to factors outside the binding theory, namely the requirement that variables (including anaphors) must be c-commanded by their binders at LF. Deprived of its strongest empirical argument, the LF binding theory can then be picked apart

    Virgil Hicks mowing the lawn, 1930's

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    Virgil Hicks mowing the lawn in the 1930's[Front] Boychuk-photo; Virgil Hicks 3; Pacific University Forest Grove, ORE.; Pacific University Library Forest Grove, Oregon; Pacificana Hicks, Virgil; Boychuk Studio 1015 S. W. Broadway Portland, ORE.; Students and alumni G-H

    Virgil Hicks giving a sermon, 1930's

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    Virgil Hicks preaches at a church in the 1930's[Back] Virgil Hicks 5; Pacific University Forest Grove, ORE.; Students and alumni G-H; Virgil Hecks[sic] Pacific University Library Forest Grove, Oregon; Boychuk Studio 1015 S. W. Broadway Portland, ORE.

    Virgil Hicks instructing students, 1930's

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    Virgil Hicks instructs a group of boys in the 1930's.[Front] Boychuk-photo.; Pacific University Forest Grove, ORE.; Pacific University Library Forest Grove, Oregon; Virgil Hicks Don't use - ?; Students and alumni G-H; Pacificana; Boychuk Studio 1015 S. W. Broadway Portland, ORE.

    Hicks, N S (Norman Seawright), VX39673

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    This record was harvested from a previous catalogue system and will be withdrawn in 2025. Information in this record may be superseded or incomplete. Visit this record in UMA's new catalogue at: https://archives.library.unimelb.edu.au/nodes/view/392159Surname: HICKS. Given Name(s) or Initials: N S (NORMAN SEAWRIGHT). Military Service Number or Last Known Location: VX39673. Missing, Wounded and Prisoner of War Enquiry Card Index Number: 31930.209759 Item: [2016.0049.24452] "Hicks, N S (Norman Seawright), VX39673

    The Hicks-Malinvaud average period of production and ‘marginal productivity’: a critical assessment

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    Malinvaud (2003) observed that once techniques are ranked according to Hick’s concept of average period for a given rate of interest, a rise in the latter entails the use of a technique with a shorter average period. After a reconstruction of Malinvaud’s argument, it is shown that the result is far less encouraging for neoclassical theory than it might seem. The most important problem is not the fact that change in the interest rate affects the average period associated with a technique, despite the concern this aroused in Hicks and Malinvaud, but rather that it affects the ranking of techniques.Average period of production, capital, interest rate, Wicksell.

    The Elasticity of Derived Demand, FactorSubstitution and Product Demand: Corrections to Hicks’ Formula and Marshall’s Four Rules

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    Nearly 75 years ago, John Hicks introduced and formalized the concept of the elasticity of substitution between capital and labour and its relation to derived demand. The resulting formula has proven very useful in understanding the derived demand for productive factors, the distribution of factor incomes, and Marshall's Four Rules. This short paper notes that a slip occurred in the original derivation, presents a modified formula, and shows that Marshall's First Rule is no longer generally valid.derived demand, substitution elasticity, John Hicks

    Exact Relations between Four De?nitions of Productivity Indices and Indicators

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    Generalizing earlier approximation results, we establish exact relations between the Luenberger productivity indicator and the Malmquist productivity index under rather mild assumptions. Furthermore, we show that similar exact relations can be established between the Luenberger-Hicks-Moorsteen indicator and the Hicks-Moorsteen index.Malmquist and Hicks-Moorsteen productivity indices, Luenberger and Luenberger Hicks-Moorsteen productivity indicators, approximate relation, exact relation

    Inequalities, Agency, and Well-being: Conceptual Linkages and Measurement Challenges in Development

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    development, inequality, gender, well-being, agency, capability, distribution, Sen
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