IITian View On“ Mathematical Creationism “

In Pure Mathematics “Every Concept Cannot Be Defined “.So it is Impossible for a Pure Mathematician To Prove Mathematically That He Does Exist,Even Though He Does Exist Physically. Now on Mathematical Creationism (IITian Creationism)Published On Academia.edu.Here We May Approach The Problem Axiomatically. In this approach we begin with (1)UNDEFINED TERMS,(2)UNDEFINED RELATIONS and (3)AXIOMS RELATING(1) AND(2). Now Consider Mathematical Creationism .Now Regarding (1)“GOD IS AN UNDEFINED MATHEMATICAL BEING”.SO IT IS MEANINGLESS TO SPEAK ABOUT THE EXISTENCE OR NON-EXISTENCE OF GOD. Regarding (2)GOD IS RELATED TO HIMSELF(This Relation is Reflexive). Now Regarding (3)AXIOMS [a]GOD EXISTS and[b]GOD IS A PURE MATHEMATICIAN. Act Of Creation:GOD CREATED “NOTHINGNESS “.Then GOD SAID “LET THERE BE NULL SET={NOTHINGNESS}.Then Everything was Created. Now Cardinality Of Null Set=|{NOTHINGNESS}|=ZERO. Cardinality Of Power Set Of Null Set=|P{NOTHINGNESS}|=ONE. Then By Innate Nature Of Creativity Of Mathematical Logic ,The Whole Set Of Natural Numbers Gets Automatically Created,Then The Whole Set Of Mathematical Realities Gets Created.ThenWe Postulate “The IITian Conjecture “There Exists One-To-One Correspondence Between the Set Of Mathematical Realities And The Set Of Physical Realities.Thus The Whole Universe Gets Mathematically Created Out Of Nothingness.{Critical Comments}.