Economics and Information Theory
By W. Silver. 1967
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Citations in the corpus
- Task Agnostic Meta-Learning for Few-Shot Learning (2018, neutral): “Theil Index [3].”
- Productivity and Misallocation in General Equilibrium* (2017, methodology): “20Since the landmark work of Theil (1967), changes in entropy have been used as a measure of changing income inequality.”
- Inequality: Methods and Tools (1999, methodology): “The GE measures with parameters 0 and 1 become, with l'Hopital's rule, two of Theil's measures of inequality (Theil, 1967), the mean log deviation and the Theil index respectively, as follows: ∑ = = n i i y y n GE 1 log 1 ) 0 ( GE n y y y y i i i n ( ) log 1 1 1 = = ∑ With α=2 the GE measure…”
- Properties of knowledge base and firm survival: Evidence from a sample of French manufacturing firms ☆ (2013, methodology): “Such index was introduced to economic analysis by Theil (1967).”
- Friends, Family, or Fools: Entrepreneur Experience and its Implications for Equity Distribution and Resource Mobilization (2012, methodology): “We draw on the wealth and resource distribution literature in economic theory and justice theories in sociology (Theil, 1967; Sen, 1972).”
- The Solution of Updating or Regionalizing a Matrix with both Positive and Negative Entries (2003, background): “This specification generalizes Theil’s target function of a minimum information loss problem (Theil, 1967).”
- Spectator Demand, Uncertainty of Results, and Public Interest (2018, methodology): “A Theil index is calculated to allow for a truer reflection of probability after mitigating the bookmaker’s margin (Theil, 1967): The home, away, and draw probabilities are scaled by the sum of the probabilities, as used in Peel and Thomas (1992) and Forrest and Simmons (2002).”
- The Young Person's Guide to the Theil Index: Suggesting Intuitive Interpretations and Exploring Analytical Applications (2000, unknown): “…index (or, more generally, the entropy based measures of inequality) and the Gini coefficient can be understood if we write the Gini – as suggested by Theil (1967) – in the following form: j j i i j m i m j i n w n w nnG −=′ ∑∑ = =1 12 1 This expression shows that the Gini across groups is the…”
- R&D portfolios in environmentally friendly automotive propulsion: Variety, competition and policy implications (2004, background): “Other applications of the entropy measure include the application to market shares to indicate market concentration [29].”
- Stochastic Index Numbers: A Review (2006, background): “7) is the Divisia price index number, also known as the Tornqvist (1936)-Theil (1967) index, which has a number of desirable properties.”
- Stadium attendance in German professional football – the (un)importance of uncertainty of outcome reconsidered (2012, methodology): “…cCS g ; if cCS g m 3t 0; otherwise ; ( UCL ¼ 100 cCL g ; if cCL g m 3t 0; otherwise ð2Þ To consider the impact of short-term uncertainty of outcome the Theil (1967) measure is implemented (in model 1) where pi reports the home team’s winning probability, the away team’s winning probability as…”
- Alternative Input-Output Matrix Updating Formulations (2004, methodology): “equivalent to minimizing information gain (see Theil 1967 ) expressed in terms of the”
- Knowing when to leap: Transitioning between exploitative and explorative R&D (2014, methodology): “’ Second, the dispersion of this firm-level knowledge creation across technological subclasses is measured using an entropy index (Theil, 1967), as follows:”