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An Extension of the Whittaker-Henderson Method of Graduation
An Extension of the Whittaker-Henderson Method of Graduation The purpose of this paper is to introduce ... Discussions of this paper are included. Mortality rates=Mortality tables=Death rates ; 2485 10/1/1982 ...- Authors: Walter B Lowrie
- Date: Oct 1982
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Claims - Life Insurance; Modeling & Statistical Methods>Estimation methods
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Actuarial Note: Mortality Experience of Bankers Life Insurance Company of Nebraska 1945-1950
Actuarial Note: Mortality Experience of Bankers Life Insurance Company of Nebraska 1945-1950 This purpose ... paper additionally determines experience rates of mortality for dividend purposes. Experience by cause of ...- Authors: James F MacLean
- Date: Apr 1952
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Experience Studies & Data>Mortality; Life Insurance>Claims - Life Insurance
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Apportionable Basis for Net Premiums and Reserves
Apportionable Basis for Net Premiums and Reserves This paper develops the apportionate basis for ... functions. A new function, the apportionable annuity due, is defined and derived and formulas for net ...- Authors: J Alan Lauer
- Date: Apr 1967
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Claims - Life Insurance
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Apportionable Basis for Net Premiums and Reserves
Apportionable Basis for Net Premiums and Reserves This is the discussion of the paper by J. Alan ... functions. A new function, the apportionable annuity due, is defined and derived and formulas for net ...- Authors: John H Cook, Allan Johnson, J Alan Lauer, John A Mereu, Cecil J Nesbitt, William A. White, Harwood Rosser, B George Isen
- Date: Jun 1967
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Claims - Life Insurance
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A Pilot Study of Hypertension
A Pilot Study of Hypertension This investigation was undertaken to determine what the electrocardiogram ... women tolerate hypertension better than men. Mortality assumption;Risk categories=Risk classes;Under ...- Authors: Annie Mary Lyle
- Date: Jun 1954
- Competency: Technical Skills & Analytical Problem Solving>Problem analysis and definition
- Publication Name: Transactions of the SOA
- Topics: Experience Studies & Data>Mortality; Life Insurance>Claims - Life Insurance
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Legal Notes
Noonan, 3. INCOME TAX DEFICIENCYGOVERNMENT'S CLAIM AGAINST BENEFICIARY: United States vs. New. ... New York Life Insurance Company, 5. ANNUITY CONTRAcTRECOVERY OF CONSIDERATION: Massachusetts ...- Authors: B. M. Anderson
- Date: Oct 1954
- Competency: External Forces & Industry Knowledge
- Publication Name: Transactions of the SOA
- Topics: Annuities>Payout annuities; Life Insurance>Claims - Life Insurance
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Legal Notes
Hur Life Association, 6. BENEFICIARY'S RIGHT TO ASCERTAIN AND TO PAY PREMIUM: American Life ... 9. DEATH DUTIESLIABILITY OF COMPANY UNDER ANNUITY: Mutual Benefit Life Insurance Company v. Dimond ...- Authors: B. M. Anderson
- Date: Apr 1954
- Competency: External Forces & Industry Knowledge
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Claims - Life Insurance; Public Policy; Public Policy
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A Statistical Analysis of Banded Data with Applications
A Statistical Analysis of Banded Data with Applications The goal of this paper is to develop best ... these estimates are given in terms of the mean. Mortality risk;Retention; 2637 10/1/1990 12:00:00 AM ...- Authors: Robert Reitano
- Date: Oct 1990
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Claims - Life Insurance; Modeling & Statistical Methods
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Recursive Formulas for Compound Difference Distributions
probability gen- erating function by Gz(s) = E(s z) = ~ Pr {Z = j}sJ = Z(s). j=o Consider a sum of a random ... distri- bution. It is easy to show that GsN(S) = Gjv (Gx(s)). (1) See ([4], pp. 286-87). We introduce ...- Authors: Beda Chan, Elias Shiu
- Date: Oct 1984
- Competency: Technical Skills & Analytical Problem Solving>Process and technique refinement
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Claims - Life Insurance; Modeling & Statistical Methods
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Legal Notes
Legal Notes This section discusses several insurance-related legal cases from 1953 including: ... 3. DOUBLE INDEMNITYWAIVER AND ESTOPPELINSURER'S FAILURE TO INFORM INSURED POLICY WAS NOT ISSUED AS ...- Authors: B. M. Anderson
- Date: Mar 1953
- Competency: External Forces & Industry Knowledge
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Claims - Life Insurance