markets Capital (economics) – Already-produced durable goods that are used in production of goods or services Capital asset pricing model – Finance model linking
The following outline provides an overview and topical guide to finance:
Finance – the field concerned with how individuals, businesses, and organizations raise, allocate, and manage monetary resources over time, while accounting for the risks associated with their activities and investments.
Portfolio optimization
Risk return ratio
Risk–return spectrum
Economic efficiency
Efficient-market hypothesis
Random walk hypothesis
Utility maximization problem
Markowitz model
Merton's portfolio problem
Kelly criterion
Roy's safety-first criterion
Theory and results (derivation of the CAPM)
Equilibrium price
Market price
Systematic risk
Risk factor (finance)
Idiosyncratic risk / Specific risk
Mean-variance analysis (Two-moment decision model)
Efficient frontier (Mean variance efficiency)
Feasible set
Mutual fund separation theorem
Separation property (finance)
Tangent portfolio
Market portfolio
Beta (finance)
Fama–MacBeth regression
Hamada's equation
Capital structure substitution theory § Beta
Capital allocation line
Capital market line
Security characteristic line
Capital asset pricing model
Single-index model
Security market line
Roll's critique
Related measures
Alpha (finance)
Sharpe ratio
Treynor ratio
Jensen's alpha
Optimization models
Markowitz model
Treynor–Black model
Equilibrium pricing models (CAPM and extensions)
Capital asset pricing model (CAPM)
Consumption-based capital asset pricing model (CCAPM)
Intertemporal CAPM (ICAPM)
Single-index model
Multiple factor models (see Risk factor (finance))
Fama–French three-factor model
Carhart four-factor model
Arbitrage pricing theory (APT)
This paper extends the classical mean-variance preferences to mean-variance-ambiguity preferences by relaxing the assumption that probabilities are known, and instead assuming that probabilities are uncertain. In general equilibrium, the two-fund separation theorem is preserved and the market portfolio is identified as efficient. Thereby, introducing ambiguity into the capital asset pricing model indicates that the \emph{ambiguity premium} corresponds to systematic ambiguity, which is distinguished from systematic risk. Using the measurable closed-form beta ambiguity, well-known performance measures are generalized to account for ambiguity alongside risk. The introduced capital asset pricing model is empirically implementable and provides insight into empirical asset pricing anomalies. The model can be extended to other applications, including investment decisions and valuations.
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