A NEW FOUNDATION OF PHYSICAL THEORIES

By Y. ALZAM

CONTENTS PART I A NEW FORM OF PHYSICAL THEORY REALITY THE STRUCTURE OF REALITY THE PHYSICAL REALITY THE APPLICATION DOMAIN OF A PT THE FUNDAMENTAL DOMAIN OF A PT THE REALITY DOMAIN OF A PT THE REALITY DOMAIN OF ALL PTS REMARKS FAIRY TALES BUILDING OF A MATHEMATICAL THEORY FORMAL LANGUAGE AXIOMS AND PROOFS LOGICS SET THEORY FROM REALITY TO MATHEMATICS RECORDING PROCESS BASIC LANGUAGE APPLICATION DOMAIN OF A PT RECORDING RULES FACTS RECORDED IN THE BASIC LANGUAGE MATHEMATIZATION PROCESS THE BASIC MATHEMATICAL THEORY THE STANDARD MATHEMATICAL THEORY ENRICHMENT OF MT? BY A THE FINITENESS OF PHYSICS IDEALIZATION PROCESS TRANSITION FROM MT? TO MT? ENRICHMENT OF MT?BY A FUNDAMENTAL DOMAIN OF A PT SPECIES OF STRUCTURES AND AXIOMATIC BASIS OF A P T MATHEMATICAL STRUCTURES DEDUCTION OF STRUCTURES AXIOMATIC BASIS AND FAIRY TALES PURE LAWS OF NATURE CHANGE OF THE MATHEMATICAL FORM OF AN AXIOMATIC BASIS INACCURACY SETS AND UNIFORM STRUCTURES DO THE “LAWS OF NATURE” DESCRIBE REALITIES? CLASSI?CATION OF LAWS OF NATURE SKELETON AND UNINTERPRETED THEORIES RELATIONS BETWEEN VARIOUS P T S RELATIONS BETWEEN TWO PTS WITH THE SAME APPLICATION DOMAIN RELATIONS BETWEEN TWO PTS WITH A COMMON PART OF AN APPLICATION DOMAIN PRE-THEORIES RELATIONS BETWEEN PTS WITH DI?ERENT APPLICATION DOMAINS APPROXIMATION THEORIES THE NETWORK OF PTS REAL AND POSSIBLE AS PHYSICAL CONCEPTS CLOSED THEORIES PHYSICAL SYSTEMS NEW CONCEPTS IN A PT INDIRECT MEASUREMENTS CLASSI?CATIONS AND INTERPRETATIONS