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A Proposed Method of Valuing Variable Benefit Retirement Plans
in the plan. It is possible also to shift the mortality risk from the guarantor to the participants by ... VARIABLE BENEFIT RET IREMENT PLANS 513 reflect the mortality experience of the group. Except for very large ...- Authors: Chandler L McKelvey, Franklin C Smith
- Date: Oct 1963
- Competency: External Forces & Industry Knowledge
- Publication Name: Transactions of the SOA
- Topics: Annuities>Variable annuities; Pensions & Retirement>Plan design
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Commissioners Reserves and Minimum Cash Values using Continuous Functions - Actuarial Note
Commissioners 1958 Standard Ordinary ortality Table may in many cases be accompanied by the use of ... ' and the net single premium for an n-year annuity of ! per year payable continuously by R, - ...- Authors: Franklin C Smith
- Date: Nov 1961
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Reserves - Life Insurance; Life Insurance>Non-forfeiture benefits
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Payment of Cash Value in Addition to Face Amount
Payment ... - ~,L for 2<t<s , p~_p. + (p~L_ c.) N .+t - -N .+. -- -- and t - p~ L for s < t < n P=- - ... net level reserve at the end of the sth year. If s is greater than n (the cash values reach the net ...- Authors: Melvin L Gold, Cecil J Nesbitt, David T Wilson, Franklin C Smith, Application Administrator
- Date: Oct 1963
- Competency: Technical Skills & Analytical Problem Solving>Process and technique refinement
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Pricing - Life Insurance
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The Use of Continuous Functions with the Retirement Endowment Plan - Actuarial Note
t ) = K v"- t - - Pa~; j (8) iT ~ F(x , r , s , n) = v t ,p .ux+J (n - t )d t . (9) f" v" tpxu ... N+o D~ Therefore, F(x , r , s , n) =f (n - r )D .+r - - f (n - - s )D .+oq-P(N .+r -N .+. ) . (12) ...- Authors: Franklin C Smith
- Date: Nov 1961
- Competency: External Forces & Industry Knowledge
- Publication Name: Transactions of the SOA
- Topics: Annuities>Pricing - Annuities; Pensions & Retirement>Assumptions and methods
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A General Treatment of Insurance for Face Amount Plus Reserve or Cash Value
A General ... (3) i=0 We use Jordan's notation, M,= ]Ec, s +i ' i=0 C:= v'c (4) to put (3) in the form ... (11) in (6), we have • X ! p ~V" vk+ ( 1 +~) (M~'+s--M'~+k) +peer = • (k>n) . (13) a---l Now Peera ...- Authors: Franklin C Smith
- Date: Nov 1964
- Competency: Technical Skills & Analytical Problem Solving
- Publication Name: Transactions of the SOA
- Topics: Life Insurance>Whole life