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==Theorems== There are many theorems about natural numbers; some of them are very beautiful.

...lates, axioms are used for new constructions and beautiful conjectures and theorems. Classes of equivalence allow to formulate statements, definitions, theorems in general form, applied to pretty different (and sometimes unexpected) cas

They include axioms, statements, hypotheses, concepts, facts, theorems, theories, and related items. [[Theorem]] is a statement proven from axioms and previously accepted theorems.

...e deduction. For this simplicity, some notations should be defined and few theorems should be formulated.

...ted to [[mathematics]]. Good place to get the most refined definitions and theorems in very "dry" form (no speculations around definitions are allowed), but ar

...ept in the definition of tetration, and which of them should be deduced as theorems.

[[Category:Theorems]]

The concept of [[natural number]]s, together with the system of theorems about them, is refutable.

...on the base of observations, experiments, definitions, axioms, hypothesis, theorems and theories. Theorems are statements that are proven on the base of axioms and definitions. Somet

...on the base of observations, experiments, definitions, axioms, hypothesis, theorems and theories. Theorems are statements that are proven on the base of axioms and definitions. Somet

...on the base of observations, experiments, definitions, axioms, hypothesis, theorems and theories. Theorems are statements that are proven on the base of axioms and definitions. Somet