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Individual Life Insurance
Individual Life Insurance This session at the SOA 1962 Jacksonville and Chicago Regional Meetings discussed ...- Authors: Gottfried O Berger, Norman F Buck, Brian L Burnell, John J Byrne, Fred DeBartolo, Fred C Morrow, Robert D Murray, W H Odell, Fredrick E Rathgeber, Edward A. Lew, Andrew C Webster, Alton P Morton, Charles M Sternhell, Harwood Rosser, Frank G Whitbread, Donald J Van Keuren, Alden Thomson Bunyan, Stuart E Tinker, George W Chalmers
- Date: May 1962
- Competency: External Forces & Industry Knowledge
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Underwriting - Life Insurance
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Joint Meeting Of The Reinsurance Section And The Individual Life Insurance And Annuity Product Development Section - New Term Products For The Large Policy Market
Joint Meeting Of The Reinsurance Section And The Individual Life Insurance And Annuity Product Development ...- Authors: James F Allen, Gottfried O Berger, Allen D Booth, D Alan Little, R Stephen Radcliffe, Harold D Singh, Irwin T Vanderhoof
- Date: Apr 1983
- Competency: External Forces & Industry Knowledge
- Publication Name: Record of the Society of Actuaries
- Topics: Experience Studies & Data>Mortality; Life Insurance>Term life
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On Understanding the Effects of GAAP Reserve Assumptions
authors, the notation adopted here (detailed in Table 1) follows closely that used by Richard G. Horn ... E~ ,,CV t,] .DB t.] G[.] P[,] nV[:,] b TABLE 1 Meaning Rate of mortality for policy year n ...- Authors: Gottfried O Berger, Paul Milgrom
- Date: Oct 1975
- Competency: External Forces & Industry Knowledge>Actuarial methods in business operations; Results-Oriented Solutions; Technical Skills & Analytical Problem Solving>Process and technique refinement
- Publication Name: Transactions of the SOA
- Topics: Financial Reporting & Accounting>Generally Accepted Accounting Principles [GAAP]
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A Probabilistic Model for Life Contingencies and a Delta-Free Approach to Contingency Reserves
independent policies is just the sum of the individual reserves (to show this, one makes use of the ... independent random variables is the product of the individual expected values). Of course the generalized ...- Authors: Gottfried O Berger, Hans U Gerber, Harry H Panjer
- Date: Oct 1976
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Actuarial Profession>Professional development; Annuities>Reserves - Annuities; Life Insurance>Reserves - Life Insurance
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Meeting of the Reinsurance Section
the automatic reinsurer sent back an answer of Table 4 subject to an X-ray. The next day Trusting Life ... that, the facilitative reinsurer responded with a Table 2 firm quotation. What we have here is a million ...- Authors: Johanna B Becker, Gottfried O Berger, Sue Collins, Garry Eckard, David Holland, Trevor Howes, Joseph F Kolodney, Robin B Leckie, Denis W Loring, Lawrence Lubin, Edward B Martin, Robert W Maull, Peter B Patterson, Herman H Schmit, Lawrence Silkes, Courtland C Smith, William K Tyler, Irwin T Vanderhoof, David M Welsh, Melville J Young, Michael R. Winn
- Date: Oct 1982
- Competency: External Forces & Industry Knowledge>Actuarial methods in business operations; Relationship Management>Relationships and trust
- Publication Name: Record of the Society of Actuaries
- Topics: Actuarial Profession>Professional associations; Actuarial Profession>Professional development; Public Policy; Reinsurance
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A Computer Algorithm for Multiple Claims Models
the computer language APL. 225 THE MODEL Table 1 is a summary of .the mathematical notation, and ... The APL program, called GAUSS is displayed in Table·2.* The essential idea is to represent power expansions ...- Authors: Gottfried O Berger
- Date: Jan 1982
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Actuarial Research Clearing House
- Topics: Modeling & Statistical Methods