The Theory of Everything. Vassilis Tantalos
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1 Abstract The writer finds solutions, with siple atheatics, of the faous ass-energy equation of instein. By generalizing this equation, so that it also includes the physics of the icrocos, quantu echanics, it discovers a new equation which unifies the General Relativity Theory with quantu echanics. A fundaental equation, in a siple for, which explains the Big Bang, the beginning of the universe creation and describes the physics of both the acrocos and the icrocos. It is the Theory of verything or otherwise Quantu Gravity. The behavior of an exotic particle, the tachyon, is entioned, and its relation with the Big Bang. 1
2 We have the equation (1) c I assue that c is variable and generally expresses the velocity. I solve equation (1) for c : (1) c c () I find the solutions of the equation () : and, c c and, c c and, c c c li and, c c Now, i solve equation (1) for : (1) (3) c I find the solutions of the equation (3) : and c, and c, c
3 and c, li c c and c, c quation (1) iplies: a) If then c. c is constant thus c so. Therefore when energy of a particle is equal to zero () then its ass is equal to zero (). b) If then c But according to equation () we have :, and,. The solutions to equation (1) are: i) and c ii) and c iii) and c iv) and c v) and c vi) and c vii) and c viii) and c Relations (i) to (iv) are derived fro : c Relations (v) to (viii) are derived fro: c 3
4 Consider the relation : 1 (4) 1 Relation (4) verifies relations i, ii, v and vi but does not verify the relations iii, iv, vii and viii For case (iv) we have a point ass ( ) with energy ( ) and then the Big Bang occurs. The point ass is, however, and the energy it includes. Relation (4) can be proved through the behavior of a tachyon. A tachyon is a body with zero ass ( ) that loses energy ( ) when it oves with infinite velocity (c ). For, and c fro the equation of the ass energy I have : c If in relations (i) to (viii) we put where I have the relations: c and c and c and c and c and c and c and c and c 4
5 Overall I have three indeterinate fors: 1) ) 3) i), c, ii), c, iii), c, iv), c, Case (ii) refers to the exact state of reality before the Big Bang where we have a point ass ( ), and c = Case (iii) represents the state before the beginning of creation when there was nothing. Case (i) represents the state after the Big Bang where the point ass becoes and its energy becoes and c changes fro c to c. This analysis explains the Principle of Creation. We have a point ass, case (ii),, c, and after the big explosion, Big Bang, case (i), c, where this point ass ( και ) explodes and it becoes, and the universe is created. The case (iv) is after the Big Bang the creation of the universe. The universe as we know it. Big Bang t,, 5
6 A) Before the Big Bang.. Therefore, there is no space but only tie. Naely there is only a straight line. t B) Before the Big Bang Big BangAfter the Big Bang Right before the Big Bang a point ass is created. At that oent there was tie and one point ass. Naely we have a straight line and a point. A spacetie is created coprising one plane (because a straight line and a point define a plane). This spacetie has no liits, because a plane has no liits. At the oent of the Big Bang all the energy in this point ass is released. By the principle of energy conservation, it is not lost, so the universe is created. The spacetie plane is then curved by the ceated asses such as celestial bodies, stars and galaxies. The sequence of events could be as follows: 1., c.. There is absolutely nothing., c.. Beginning of Creation. An aount of energy is created 3.,. This aount of energy is converted into a point ass directly before the Big Bang c. 4.,. We have the point ass,, having energy,, and the Big Bang occurs [c = velocity of light]. The point ass before the Big Bang had infinite ass ( ). This is based on the relation c on the principle of energy conservation, the su of all ass and radiation in the universe after in the infinite energy case ( ). After the Big Bang this energy is released. Based the Big Bang should be infinity ( ). Thus, the universe was derived fro a tachyon. 6
7 c u u s v t : radiation energy : ass energy u : Wave velocity, u u : body velocity, u v ( : wave length, : wave frequency) S ( S : distance, t : tie) t The afore entioned equation covers all the solutions of equation (1) fro (i) to (viii). Bill Tantalos ail : billtant19@gail.co 7
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