ABSTRACT

The book explores how build a mechanical inferences by making use of arithmetic operations on a string of numbers representing statements. In this way logic is reduced to a branch of the combinatory calculus. It covers the field of traditional logic by showing that any kind of inference can be mechanically reduced to three-variables and two-premise

part |2 pages

Part I Logical Spaces

chapter 1|56 pages

Structural Description

part |2 pages

Part II "Closed" Inferences

chapter 2|64 pages

Product Inferences

chapter 3|44 pages

Sums

chapter 4|38 pages

Subtractions

chapter 5|40 pages

Divisions

part |2 pages

Part III Generalizations And Applications

chapter 6|24 pages

Assessment Of All The Previous Inferences

chapter 8|74 pages

Generalized Inferences

chapter 9|20 pages

Applications

chapter 10|4 pages

Conclusions