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What Are the Probabilities of Couples Having Twins?
What Are the Probabilities of Couples Having Twins? An actuary has twins...and uses regression ... case of the same gender twins, the odds would be 17:3, in favor of having the same blood type. And given ...- Authors: Nariankadu Shyamalkumar
- Date: Oct 2003
- Competency: Technical Skills & Analytical Problem Solving>Process and technique refinement
- Publication Name: International News
- Topics: Demography
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Using R for Actuarial Science
Integer 16 No. of Decimal 16-bit Integer Places 17 Table Values Sequence of 8-byte IEEE floating types ... Trans- action of the Society of Actuaries XXXIX, 17-18. SHIU, E. S. W. and SEAH, E. 1987. Discussion ...- Authors: Nariankadu Shyamalkumar
- Date: Jul 2006
- Competency: Technical Skills & Analytical Problem Solving>Process and technique refinement
- Publication Name: CompAct
- Topics: Technology & Applications>Computer science
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Analysis of Mortality Data Using Smoothing Spline Poisson Regression
Analysis of Mortality Data Using Smoothing Spline Poisson Regression This paper studies a ... 35 1690300 1219 54 1335900 5786 73 1029500 32146 17 1670500 535 36 1671400 1270 55 1313900 6567 74 1052400 ...- Authors: Nariankadu Shyamalkumar
- Date: Jan 2006
- Competency: Technical Skills & Analytical Problem Solving
- Topics: Experience Studies & Data>Mortality; Modeling & Statistical Methods
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International Section News, October 2003, Issue No. 31
activities in both Europe and North America over his 17- year career with the company. Born and educated ... the help of a lot of coffee. Mike Gabon Over his 17-year actuarial career, Mike has lived in Bermuda ...- Authors: William R Horbatt, Michael Gabon, Shumei R Kuo, David Rosier, Martha Sikaras, Valentina A Isakina, Eileen Streu, Nariankadu Shyamalkumar, James Makin
- Date: Oct 2003
- Publication Name: International News
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Recurrence Relations in Life Contingencies
Recurrence Relations in Life Contingencies Recurrence relations arise naturally in life contingencies ... have ¯A x 1 :n = E ( exp{−δT(x)}I{T(x)<n} ) . (17) Hence, for n ≥ 1, we have ¯A x 1 :n = ¯A x 1 ...- Authors: Nariankadu Shyamalkumar
- Date: Sep 2008
- Competency: External Forces & Industry Knowledge>Actuarial methods in business operations
- Topics: Experience Studies & Data>Mortality; Finance & Investments>Risk measurement - Finance & Investments; Technology & Applications>Analytics and informatics