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Around the start of the 17 th Century in the Western
Middle Ages, quite a few philosophers and
mathematicians worked out drawings and ‘coordinate
systems’ for 2D planes and 3D objects.
A paper published by the French philosopher Rene
Descartes in 1637 stole the show. So his notation for
describing the two ‘axes’ at right angles of 2D planes,
and the three axes at right angles of 3D objects has
ever since been termed the ‘Cartesian coordinate
system’.
In 1687, fifty years after that paper by Descartes, the
book by fellow of the British Royal Society, Sir Isaac
Newton, called ‘Principles of Natural Philosophy’ took
those ideas to a dramatic logical conclusion – so
starting 200+ years of The Golden Age of Classical
Physics.
For in his book Newton single-handedly invented
differential and integral calculus based on the
Cartesian system.
It was not until the start of the 20 th Century, that new
discoveries in scientific observations, made ‘classical
physics’ as started by Newton in 1687, need drastic
revision.
Notably ‘the ultraviolet catastrophe’ and the two
Theories of Special and General Relativity of Albert
Einstein.
As a result the new science of quantum mechanics
appeared about one hundred years ago. However,
scientists have been trying to ‘get around’ the
essential contradiction or duality at its heart ever
since, the famous ‘wave particle duality’.
The complete solution in 1988 of the famous
Schroedinger Wave Equation by the late Professor
Doctor Milo Wolff, discussed in Section 9 below, shows
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