Description Usage Arguments Value References Examples
Calculates the reserve for the decreasing life insurance up to the moment t.
| 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 | 
| px | A numeric value. The value of the premium paid in each period. | 
| x | An integer. The age of the insuree. | 
| h | An integer. The deferral period. | 
| n | An integer. Number of years of coverage. | 
| k | An integer. Number of fractions per year. | 
| cantprem | An integer. The total number of premiums. | 
| premperyear | An integer. The number of premiums to be paid per year. | 
| i | The interest rate. A numeric type value. | 
| data | A data.frame containing the mortality table, with the first column being the age and the second one, the probability of death. | 
| prop | A numeric value. It represents the proportion of the mortality table used (between 0 and 1). | 
| assumption | A character string. The assumption used for fractional ages ("UDD" for uniform distribution of deaths, "constant" for constant force of mortality and "none" if there is no fractional coverage). | 
| variation | A character string. "inter" if the variation it's inter-annual or "intra" if it's intra-annual. | 
| cap | A numeric type value. Amount insured for the first year/period. | 
| t | An integer. The moment of valuation (in months if it is a fractional coverage or in years if it is not). | 
A data frame with Premium, Risk, 1/E and reserve values up to the moment t.
Chapter 5 of Life Contingencies (1952) by Jordan, Chapter 11 of Actuarial Mathematics for Life Contingent Risks (2009) by Dickson, Hardy and Waters.
| 1 2 3 4 5 | V_AD.(251.489227521537,20,2,2,1,2,1,0.04,CSO80MANB,1,"none","none",100000,4)
V_AD.(432.974179723949/12,20,2,2,2,24,12,0.04,CSO80MANB,1,"UDD","intra",100000,48)
V_AD.(258.794207318685/12,20,2,2,2,24,12,0.04,CSO80MANB,1,"UDD","inter",100000,48)
V_AD.(412.784641829906/12,20,2,2,2,24,12,0.04,CSO80MANB,1,"constant","intra",100000,48)
V_AD.(258.189935788232/12,20,2,2,2,24,12,0.04,CSO80MANB,1,"constant","inter",100000,48)
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