Abstract: A realistic mathematical theory meets properties of the integers. Integers are like physical entities inside mathematics. There are mathematical realistic space and time. Information about physical objects is ultimately mathematical and it is not recognized clearly as such because physical means are used to store and deliver information. Laws of Nature are written mathematically. If we cannot prove a conjecture, that must be that we do not have the right axioms, to design new axioms is not done often enough. What are preferred are stunts with always the same axioms.

Key words : “Adib Ben Jebara