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> Article 06
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II. Small Object Axioms |
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| 2.1 Foundation Axioms | ||
| Article 06- Properties, Variables and Constants | ||
| Canon 316 | ||
| The axioms within the Class of Natural Law of Properties are: | ||
| 1. The axiom class of PROPERTIES is derived from the existence of Can.314-(Existence). | ||
| 2. PROPERTIES are the features of OBJECTS having purpose and repeatable relationship. | ||
| 3. All things in the UNIVERSE possess PROPERTIES, therefore all MATTER possesses PROPERTIES. | ||
| 4. The PROPERTIES of UNITA are dependent on the PROPERTIES of EXISTENCE. | ||
| 5. The PROPERTIES of SUPER SUB ATOMIC ELEMENTS are dependent on the PROPERTIES of UNITA. | ||
| 6. The PROPERTIES of SUB ATOMIC ELEMENTS are dependent on the PROPERTIES of SUPER SUB ATOMIC ELEMENTS. | ||
| 7. The PROPERTIES of ATOMIC ELEMENTS are dependent on the PROPERTIES of SUB ATOMIC ELEMENTS. | ||
| 8. The PROPERTIES of MOLECULAR ELEMENTS are dependent on the PROPERTIES of ATOMIC ELEMENTS. | ||
| 9. The PROPERTIES of STARS are dependent on the PROPERTIES of ATOMIC ELEMENTS. | ||
| 10. The PROPERTIES of PLANETS are dependent on the PROPERTIES of MOLECULAR ELEMENTS. | ||
| 11. The PROPERTIES of CELLULAR LIFE are dependent on the PROPERTIES of PLANETS and the PROPERTIES of MOLECULES. | ||
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| Canon 317 | ||
| The axioms within the Class of Natural Law of VARIABLES are: | ||
| 1. The axiom class of VARIABLES is derived from the existence of Can.314-(Existence), Can.306-(Specialization) | ||
| 2. All variables may be defined into only one of two (2) TYPE being OBJECT VARIABLES and THEORETICAL VARIABLES. | ||
| 3. An OBJECT VARIABLE is any VARIABLE that represents a known OBJECT and/or PROPERTY of an OBJECT defined by the Ucadia Symbols System. | ||
| 4. A THEORETICAL VARIABLE is any VARIABLE that does not represents a known OBJECT and/or PROPERTY of an OBJECT defined by the Ucadia Symbols System. | ||
| 5. All VARIABLES naturally inherit the rules and restrictions according to its TYPE (OBJECT or THEORETICAL) and particular use. | ||
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| Canon 318 | ||
| The axioms within the Class of Natural Law of CONSTANTS are: | ||
| 1. The axiom class of CONSTANTS is derived from the existence of Can.314-(Existence) AND LAW 06 CODEPENDENCE). | ||
| 2. All CONSTANTS are ratios. | ||
| 3. All CONSTANTS are either PERFECT NUMERIC RATIOS or IMPERFECT NUMERIC RATIOS. | ||
| 4. A CONSTANT that is based on a PERFECT NUMERIC RATIO can only exist in THEORY. | ||
| 5. A CONSTANT that is an IMPERFECT NUMERIC RATIO is based on the PROPERTIES of REAL OBJECTS. | ||
| 6. Only GEOMETRIC CONSTANTS are universal, all other constants are relative. | ||
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