Standard life contingency formulas are shown to have matrix analogues. The derivation of these multidimensional forms permits simple solution to multiple contingency problems, including moves in and out of employment, insurance, marriage, sickness, and retirement. Awkward and inaccurate approximations now commonly used can thus be replaced by matrix formulas readily manipulated by computer
The usual approach to the construction of a multiregional life table involves the calculation of a m...
This chapter presents the major principles of multistate demographic accounting developed by Philip ...
Abstract. The multistate life tables have generated interest among researchers during the past two d...
This article is an attempt to synthesize material from a number of sources, published originally und...
The paper examines the problem of the estimation of the correct probabilities needed as input to a m...
The topic of this paper revolves around the calculation of those combined life tables that allow ent...
The classical linear multi-state model is represented by an equation due to Kolmogorov, and applied ...
The analysis of life insurance contracts on two lives using the traditional deterministic approach h...
Generalization of the classical methods of mathematical demography to include multiple states of exi...
This paper attempts to present a comprehensive view of the methodological and empirical aspects invo...
In this paper we present a series of programs in GAUSS. Three areas of application are shown: (1) co...
This paper is an exposition of the mathematics of multiregional population projection. We begin by o...
This paper is an expository on two topics in the book, Actuarial Mathematics by Bowers et al, namely...
This paper offers simplified procedures for calculating moments of functions in life contingencies w...
Satisfactory calculation methods are currently available for implementing the movement approach to t...
The usual approach to the construction of a multiregional life table involves the calculation of a m...
This chapter presents the major principles of multistate demographic accounting developed by Philip ...
Abstract. The multistate life tables have generated interest among researchers during the past two d...
This article is an attempt to synthesize material from a number of sources, published originally und...
The paper examines the problem of the estimation of the correct probabilities needed as input to a m...
The topic of this paper revolves around the calculation of those combined life tables that allow ent...
The classical linear multi-state model is represented by an equation due to Kolmogorov, and applied ...
The analysis of life insurance contracts on two lives using the traditional deterministic approach h...
Generalization of the classical methods of mathematical demography to include multiple states of exi...
This paper attempts to present a comprehensive view of the methodological and empirical aspects invo...
In this paper we present a series of programs in GAUSS. Three areas of application are shown: (1) co...
This paper is an exposition of the mathematics of multiregional population projection. We begin by o...
This paper is an expository on two topics in the book, Actuarial Mathematics by Bowers et al, namely...
This paper offers simplified procedures for calculating moments of functions in life contingencies w...
Satisfactory calculation methods are currently available for implementing the movement approach to t...
The usual approach to the construction of a multiregional life table involves the calculation of a m...
This chapter presents the major principles of multistate demographic accounting developed by Philip ...
Abstract. The multistate life tables have generated interest among researchers during the past two d...