Is Killing to Save Lives Justifiable?

Authors

  • Frank G. Forrest

DOI:

https://doi.org/10.67945/jfa.v1i.32

Keywords:

value calculus, transfinite mathematics, applied ethics, formal axiology

Abstract

This article explores the application of the mathematical system that Hartman used to develop his calculus of value which in turn underlies formal axiology. Cardinal number arithmetic given in set theory textbooks is this system. Part 1 of this article contains background information on: (1) the nature of cardinal number arithmetic, (2) the manner Hartman adapted it to calculate the value content in situations of human interest, and (3) a modification of one of the calculuses value premises. Part 2 reveals how the modified calculus works in resolving two important problems of a valuation nature not given in Hartman’s The Structure of Value. They are: ! How to determine when wrongs and badness are justified. ! How to redress wrongs and badness. In technical terminology, these processes are known as “justifying trans- positions” and “transposing transpositions.” Their addition to the scope of the calculus of value improves and broadens the application of formal axiology.

References

Hartman, Robert S. (1967) The Structure of Value: Foundations of Scientific Axiology. Carbondale, Illinois: Southern Illinois University Press.

Lin, Shwu-Yeng T. and You-Feng Lin. (1985). Set Theory with Applications. Tampa, FL.: Book Publishers, Inc.

Published

2008-07-01

How to Cite

Forrest, F. G. (2008). Is Killing to Save Lives Justifiable?. Journal of Formal Axiology: Theory and Practice, 1, 161–176. https://doi.org/10.67945/jfa.v1i.32

Issue

Section

Discussions