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Variable Payout Annuities
Variable Payout Annuities In this paper, the authors assess the value of a GSA-type annuity within a retiree's portfolio. ... Annuitization Scheme (GSA) ;Plan design 6442464946 12/17/2015 12:00:00 AM ...- Authors: Phelim Boyle, Mary Hardy, Anne MacKay, David Morris Saunders
- Date: Dec 2015
- Competency: External Forces & Industry Knowledge
- Topics: Pensions & Retirement>Plan design
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Variable Payout Annuities
Variable Payout Annuities In this paper, the authors assess the value of a GSA-type annuity within ... Scott, SOA Research Administrator 6442472966 12/17/2015 12:00:00 AM Phelim Boyle Mary Hardy Anne MacKay ...- Authors: Phelim Boyle, Mary Hardy, Anne MacKay, David Morris Saunders
- Date: Dec 2015
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Regulatory Capital Standards for Property and Casualty Insurers under the U.S., Canadian and Proposed Solvency II Standard Formulas
Financial Reporting Standards (IFRS) as of January 1, 2011. Since the IFRS are based on fair-value principles ... formula balance sheet as a proxy for the future IFRS balance sheet (after the IASB Phase II insurance ...- Authors: Mary Hardy, Ishmael Sharara, David Morris Saunders
- Date: Feb 2010
- Competency: External Forces & Industry Knowledge
- Topics: Financial Reporting & Accounting; Public Policy
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Report of the Society of Actuaries Accreditation Implementation Task Force
AITFreportforboard101705finalversion.doc Page 17 of 49 TABLE I: ACADEMIC ACTUARIAL SCIENCE PROGRAMS ... institution to apply for accreditation. An additional 17% indicated that whether or not they would encourage ...- Authors: Application Administrator, Catherine C Wallach, Bryan V Hearsey, Curtis E Huntington, Stuart Klugman, Warren Luckner, Cynthia Miller, Wolfe Snow, Jeyaraj Vadiveloo, James W Daniel, Michel Jacques, Mary Hardy
- Date: Oct 2005
- Competency: External Forces & Industry Knowledge
- Topics: Actuarial Profession>Academic partnerships
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Market Consistent Valuation and Funding of Cash Balance Pensions
σ2 4a B(t, t+ k)2 ( T − ( 1− e−2aT 2a )) . 17 The third term in equation (12) is EQ0 [ e− ... ϕ(t) (16) dx(t) = −a1x(t)dt+ σ1dW1(t), x(0) = 0 (17) dy(t) = −a2y(t)dt+ σ2dW2(t), y(0) = 0 (18) where ...- Authors: Xintong ZHU, David Morris Saunders, Mary Hardy
- Date: Dec 2013
- Competency: External Forces & Industry Knowledge
- Topics: Economics>Financial economics; Pensions & Retirement>Plan design
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Report on Mortality Improvement Scales for Canadian Insured Lives
................................................ 17 3.1 The P-Splines Regression ................. ... ................................................ 17 3.2 The Lee-Carter Model.......................- Authors: Ken Seng Tan, Mary Hardy, Siu-Hang Li
- Date: May 2007
- Competency: Technical Skills & Analytical Problem Solving>Process and technique refinement
- Topics: Demography>Mortality - Demography; Experience Studies & Data>Mortality
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Research and Reality – A Literature Review on Drawing Down Retirement Financial Savings
Research and Reality – A Literature ... Financial Savings. North American Actuarial Journal, 17(3) (2013): 181-215 © 2011 Society of Actuaries ... 17 Malcolm Hamilton proposed this explanation via personal ...- Authors: Robert Brown, Bruce Jones, Mary Hardy, Bonnie-Jeanne MacDonald, TODD RICHARD MORRISON
- Date: Jun 2011
- Competency: External Forces & Industry Knowledge
- Topics: Pensions & Retirement