Logical Rules of Inference and Replacement

Beschreibung

The objective of this paper is to give a very brief overview of the most important rules concerning inference and replacement within elementary logic.
The objective of this paper is to give a very brief overview of the most important rules concerning inference and replacement within elementary logic. By applying familiar truth tables instead of formal rigor, basic intuition is supposed to be satisfied. In doing so, standard notation can be utilized. In philosophy of logic and logic an inference rule (aka transformation rule) entails a function which operates with given premises and their syntax.

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Johann Markus Schauerhuber
During his studies and academic resp. professional activities Prof. Dr. Dr. Johann Markus Schauerhuber has been intensively involved in statistical programming, stochastic, risk theory, simulation and mathematical modeling. Most of his professional experience has been gained in the university domain as an academic director, postdoc lecturer / researcher and in government authorities. Email: jm_schauerhuber@gmx.at

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