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MIND, MATTER AND GOD : JIVA, JADA AND ISVARA<br />

M.M.NINAN<br />

(b) the values of its measurable properties uniquely determined the state.<br />

Thus the cosmos could be accurately understood and predicted given all the variables.<br />

This is the mechanistic universe as understood by Newtonian Physics. Indeterminacy<br />

principle brought in the element which permit the existence of freedom within the very<br />

structure of the cosmos. Here we can talk of probability in the historical development<br />

and predestination comes to an end.<br />

On the other hand Quantum indeterminacy can be quantitatively characterized by a<br />

probability distribution on the set of outcomes of measurements of an observable. The<br />

distribution is uniquely determined by the system state, and moreover quantum<br />

mechanics provides a recipe for calculating this probability distribution.<br />

It is impossible to see the singularity or the actual Big Bang itself, as time and space did<br />

not exist inside the singularity and, therefore, there would be no way to transmit any<br />

radiation from before the Big Bang to the present day. However, evidence for the<br />

existence of an initial singularity, and the Big Bang theory itself, comes in the form of the<br />

cosmic microwave background and the continued expansion of the Universe by<br />

extrapolation and inference. Because of this built in indeterminacy Einstein himself<br />

believed that quantum state cannot be a complete description of a physical system and<br />

he personaly never came to terms with quantum mechanics. However the cosmic<br />

indeterminacy which alone allowed for freedom of will within creation remained.<br />

Thus when we extrapolate the system on most probable state of existence we come to<br />

the point of singularity where our system become totally uncertain within the short time<br />

period of t=0 under the Heisenberg uncertainity<br />

As such within the singularity if all mass is concentrated and thus all energy is<br />

concentrated there is total uncertainity at t=0 until it is within the order of Plancks<br />

constant. If you look at the modern presentation they clearly shows the period of<br />

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