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NO more relationships with 'girls next door'!; - after TWO in the 'Priory Street Posse'!

‘True Love Reigns’ after another break lasting many years. With a truly slow, dreamy, so ROMANTIC love affair with “ma (Menopausal) Grandma Julia Conyard next door”… With her equally unmissable and unforgettable wayward foster daughter Rachel Conyard-Whorewould! From 7/7/7 – with a whole sixteen month timeout surrounding all of 2008 - right up to about 9/9/9… The fifth part of his autobiography, covering 2007 into 2009 with the theme “With Doctors like these, who needs Enemies?” FOURFold il Professori Emeritus sed moltissimo Modestus Mr Simon Richard ‘Pilchard’ Day Lee BA MA (Cambridge) CEng MIEE MIET MInstMC Electric Zen Buddha (as on Face Book)

‘True Love Reigns’ after another break lasting many years. With a truly slow, dreamy, so ROMANTIC love affair with “ma (Menopausal) Grandma Julia Conyard next door”…

With her equally unmissable and unforgettable wayward foster daughter Rachel Conyard-Whorewould!

From 7/7/7 – with a whole sixteen month timeout surrounding all of 2008 - right up to about 9/9/9…

The fifth part of his autobiography, covering 2007 into 2009 with the theme “With Doctors like these, who needs Enemies?”

FOURFold il Professori Emeritus sed moltissimo Modestus Mr Simon Richard ‘Pilchard’ Day Lee BA MA (Cambridge) CEng MIEE MIET MInstMC

Electric Zen Buddha (as on Face Book)

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draw<strong>in</strong>gs and ‘coord<strong>in</strong>ate systems’ for 2D planes and 3D<br />

objects.<br />

A paper published by <strong>the</strong> French philosopher Rene Descartes <strong>in</strong><br />

1637 stole <strong>the</strong> show. So his notation for describ<strong>in</strong>g <strong>the</strong> two<br />

‘axes’ at right angles of 2D planes, and <strong>the</strong> three axes at right<br />

angles of 3D objects has ever s<strong>in</strong>ce been termed <strong>the</strong> ‘Cartesian<br />

coord<strong>in</strong>ate system’.<br />

In 1687, fifty years <strong>after</strong> that paper by Descartes, <strong>the</strong> book by<br />

fellow of <strong>the</strong> British Royal Society, Sir Isaac Newton, called<br />

‘Pr<strong>in</strong>ciples of Natural Philosophy’ took those ideas to a dramatic<br />

logical conclusion – so start<strong>in</strong>g 200+ years of The Golden Age<br />

of Classical Physics.<br />

For <strong>in</strong> his book Newton s<strong>in</strong>gle-handedly <strong>in</strong>vented differential<br />

and <strong>in</strong>tegral calculus based on <strong>the</strong> Cartesian system.<br />

It was not until <strong>the</strong> start of <strong>the</strong> 20 th Century, that new<br />

discoveries <strong>in</strong> scientific observations, made ‘classical physics’ as<br />

started by Newton <strong>in</strong> 1687, need drastic revision.<br />

Notably ‘<strong>the</strong> ultraviolet catastrophe’ and <strong>the</strong> two Theories of<br />

Special and General Relativity of Albert E<strong>in</strong>ste<strong>in</strong>.<br />

As a result <strong>the</strong> new science of quantum mechanics appeared<br />

about one hundred years ago. However, scientists have been<br />

try<strong>in</strong>g to ‘get around’ <strong>the</strong> essential contradiction or duality at its<br />

heart ever s<strong>in</strong>ce, <strong>the</strong> famous ‘wave particle duality’.<br />

The complete solution <strong>in</strong> 1988 of <strong>the</strong> famous Schroed<strong>in</strong>ger<br />

Wave Equation by <strong>the</strong> late Professor Doctor Milo Wolff,<br />

discussed <strong>in</strong> Section 9 below, shows that <strong>in</strong> fact <strong>the</strong>re is no<br />

‘wave particle duality’ – everyth<strong>in</strong>g <strong>in</strong> <strong>the</strong> universe is made of<br />

waves of space.<br />

My own proof that space is 8D not 3D, as above, coupled to<br />

and derived from Milo Wolff’s proofs, <strong>in</strong> addition to those,<br />

should enable science to be completed! In a new<br />

f<strong>in</strong>alised ‘semi-classical approach’…<br />

53

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