Description: The NAIC approved the 2012 Individual Annuity Reserve table as the standard for computing reserves for individual annuity contracts and developed a model law regulation for states to adopt. On February 17th, 2015, ACLI submitted a letter to Alexis MacIvor, Chief of the Insurance Branch in the IRS Office of Chief Counsel, notifying her that as of December 24, 2014, 26 states had approved the 2012 IAR Table as the reserve standard for immediate annuity contracts issued on or after January 1, 2015. The letter thus confirms that the 2012 IAR Table is the Prevailing Commissioners' Standard Table for purposes of computing life insurance reserves under section 807(d) of the Code for individual annuity contracts.

Description: This article is to outline the new requirements for valuation rates in VM-22, highlighting key differences and example calculations to enhance understanding.

Description: This paper was presented at the 1956 Society of Actuaries Eastern Spring Meeting, held April 19-20 in Hartford, CT. The author discusses the significant growth of immediate annuities, primarily through settlement options, and recent annuitant mortality improvement trends and experience studies, including a new mortality table, the proposed 1955 American Annuity Table. The author notes the main purpose of his paper is to propose a graded rate system for life income settlement options that is detailed enough to be equitable, yet simple enough to be understood by the policyholder. From Transactions of Society of Actuaries 1956 Volume 8, Number 21.

Description: Embedded Risk in Settlement Options on Older Life and Annuity Contracts

Description: Contains two separate articles, called notes. The first note, “A note on correlation in mean variance portfolio theory,” is an elementary discussion of how negative correlation coefficients can be, given any set of N random variables. The second note, “Two essential formulas in actuarial science and financial mathematics,” gives a more or less self-contained introduction to Jensen’s inequality and to another formula, which the author decided to call the “survival function expectation formula.”

Description: This article discusses a variety of new developments in the annuity market.