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actuarial mathematics
The present paper provides a unifying survey of Bayesian models in different areas of actuarial mathematics.
      
The object of this paper is to demonstrate some features of the deterministic model of actuarial mathematics and to show its limit and range by viewing it in the framework of the stochastic model.
      
The supermodular order on multivariate distributions has many applications in financial and actuarial mathematics.
      
A central problem of actuarial mathematics, i.e., the problem of pricing options (documents of a certain form that grant rights to buy or sell securities in the future), is considered.
      
Necessary and sufficient conditions of existence and uniqueness of solutions to integral equations of actuarial mathematics
      
In most cases they must have turned away in disappointment, being convinced that actuarial mathematics was well ahead of general economic theory.
      
In actuarial mathematics state price densities are also called deflators.
      
MAST 720-729 Statistics and Actuarial Mathematics The course content will be reviewed each year in light of the interests of the students and faculty.
      
There are many fringe subjects to standard actuarial mathematics and this book deals with quite a number of them.
      
The central notion in actuarial mathematics is the notion of risk.
      
 

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