OPM Disability Retirement: The Calculus of Change

The title itself is somewhat of a tautology, for the branch of mathematics is defined as a study of change, divided into differential calculus and integral calculus; both, concerning the function and limits of mathematical constancy and potential quantum leaps for purposes of analyzing quantitative future applications. We all assume some amount of change; if there is a differential to be considered, the rate of such change can be significant over an extended period of time, whereas the initial analysis can be a minimal irrelevancy. It is the exponential rate of change applied over a lengthy period, which can produce change significant enough to enter into the calculus of future indicators. […] Read More …

Federal Disability Retirement: The Extrapolated Life

Originating from mathematics, the concept of extrapolation works well within numerical or statistical restrictions, because the inherent precision constrained by present trends versus application to unknown quantities, poses a self-correcting device not otherwise discovered with linguistic flexibility. But what of a person’s life? Most descriptions possess mere “slice of life” indicators. An employment application; information gathered on a background check; security clearances obtained; personal financial statements; a family discussion about an incident which involved a relative; these are all moments in time, partial reflections upon a wider context of a complex life. […] Read More …