Scientific Proof of God, A New and Modern Bible, and Coexisting Relations of God and the Universe

Saturday, November 12, 2011

Today's Ungodly Scientista Are Hiding the Indivisibles of Galileo

Galileo (1564-1642) gave birth to modern science according to Stephen Hawking. And Albert Einstein called Galileo the father of modern science.  But Hawking and today's atheistic scientists do not talk about indivisibles, which appeared in the 15th century works of Nicholas of Cusa and Galileo. So let me get these scientists awake.

In 1632, Galileo wrote  Dialogues Concerning the Two Chief World Syatems. This book defends the heliocentrism of  Copernicus, which inquisitors rejected because it violated the Bible. In 1638, while under house arrest, Galileo published the Discourses and Mathematical Demonstrations Relating to Two New Sciences in Holland, which was outside the jurisdiction of the Inquisition. This book contains Galileo's scientific work on indivisibles, which are found  in the first chapter (Day One) of the book on Two  New Sciences.

Now, I ask today's sleeping scientists, 'why are you not using the science of indivisibles in Galileo's first chapter' of his Two New Sciences. It is clear that these scientists are sleeping because they only sense things and can't reason indivisible things.

In 1966, Raymond J. Seeger of the U.S. National Science Foundation tried to get these scientists awake with the book, Galileo, Galilei, hos life and his works. (Published by  Pergamon Press.)  In chapter 6, Seege tells scientists that Galileo was really writing working on 'Continua-Mathematical and Physical.'   Seeger's 6th chapter is an extraction of pages 24-34 of Galileo's book on Two New Sciences. On page 62 of Seegers book, Galileo says:
I pass now to another consideration. Since lines and all continuous quantities are divisible into parts which are themselves divisible without end. I do not see how it is possible to avoid the consideration that these lines are built up of an infinite number of indivisible quantities because a division and subdivision which can be carried on indefinitely presupposes that the parts are infinite in number, otherwise the subdivision would reach an end; and if the parts are infinite in number, we must conclude that they are not finite in size,  because an infinite number of finite quantities would give an infinite magnitude.  And thus we have a continuous quantity built up of an infinite number of indivisibles.
It is time to teach scientists how to reason with an active God.  At the same time we must reject the The Reason Project, which was found in the USA by Sam Harris.

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