No Load Variable Annuity

Dramatic advances in life expectancy mean that today's retirees must plan on living into their eighties, their nineties, and even beyond. Longer life expectancies are the symbol of a prosperous society, but this progress also means that some retirees will need to plan conservatively and cut back substantially on their living standards or risk living so long that they exhaust their resources. This book examines the role that life annuities can play in helping people protect themselves against such outcomes.A life annuity is an insurance product that pays out a periodic amount for as long as the annuitant is alive, in exchange for a premium. The book begins with a history of life annuity markets during the twentieth century in the United States and elsewhere. It then explores recent trends in annuity pricing and money's worth, as well as the economic value generated for purchasers of these products. The book explains the potential importance of inflation-protected annuities and stock-market-linked variable annuities in providing more complete retirement security. The concluding chapters examine life annuities in various institutional settings and the tax treatment of annuity products.

The Handbook of Variable Income Annuities

Dependent variable - In experimental design, a dependent variable is a variable dependent on another variable (called the independent variable). In simple terms the independent variable will cause an apparent change in the dependent variable, hence it needs a catalyst in order to change.

Active Fuel Management - Active Fuel Management (formerly known as Displacement on Demand) is a trademarked name for the automobile variable displacement technology from General Motors. It allows a V6 or V8 engine to "turn off" one bank of cylinders under light-load conditions to improve fuel economy.

Antecedent variable - An antecedent variable is a variable that occurs before the independent variable and the dependent variable.

Lurking Variable - A variable that is not explicitly part of a model but affects the way the variable in the model appears to be related is called a lurking variable. Because we can never be certain that observational data are not hiding a lurking variable that influences both x and y, it is never safe to conclude that a linear model demonstrates a casual relationship, no matter how strong the linear association.

noloadvariableannuity

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