http://m.youtube.com/waych?v=ZijhIaJQILEHere the problem of classical physics is well explained .
Note how the wave concept was not sufficient .
Why?
The answer is the incredible misguided notion of a " wave"!
The sine curve was adopted as typifying a wave ! This was a complete mistaken use of the sine curve.
The sine curve traditionally was related to the circle, that is to circular rotation. The sine is a quarter arc rotation decomposition onto an orthogonal axis . The cosine , versine and many other ratios are derived from circular rotation .
Newton had centuries before resolved circular kinematics into sine and cosine measures on orthogonal axes!
Laplace LaGrange and others assumed natural laws were based on straight lines, there were no circular forces. The result was that rotation was considered to be torque!
Circular forces of course rotate freely and therefore accelerated rotation would spin up to unimaginable rotational FREQUENCIES! . Note how velocity is replaced by frequency.
But frequency is related to complete rotations, not pendulum swings!
What is a wave? Well clearly a pendulum swing !
No!
Careful observation of water waves revels they are rotating cylindrical forms or vortices by another name!
When you realise that vortices are fundamental natural phenomna at all scales then quantum becomes understandable .
Fractal distribution in space also becomes very important to become familiar with.
DeMoivre took the first stps to develop a measure of probability that was based on rotation!
Both Newton and thus his student DeMoivre knew that the sine and cosine values could be used to solve certain types of Multinomials ( later called polynomials) . This meant that certain polynomials could be used to describe rotations and that meand periodical or cyclical events! This attracted DevMoivre to apply the sine and cosine tables to the prediction of card game results. This was the notion of likelihood or probability, first explored by Cardano.
DeMoivre was in fact in competition with another Natural Philosopher with regard to the laws of probability but it was agreed that ade Moivre took primacy.
Later Boltzman, Gauss and others worked on the statistical problem of errors in calculations . Again this stochastic problem was similar to probability . The intention to get an accurate result bounds the error and makes the errors cyclical in a probability sense that STATISTCAL.
Boltzmnn statistical approach produced accurate results but it took a while for Statistics to be put on a sound footing of weighted measures normal distributions expected values and standard deviations.
The crossover between statistics and probability is in the unit interval! Between 0 and 1 the results of probability can be applied to statistical situation. This is a strange interval as is -1 to 0. But this is the realm of quantum Mechnaics where statistics, probability and rotation combine, fracially .
We cn best apply our measures to natural phnomena if we assume a vorticular structure is fundamentally what is measurable by our systems.
Entanglement is explained as two counter rotating systems, Einstins left nd tight gloves only they are rotating like spinning coins in opposite patterns! When we determine one we impute the other as Einstein suspected but we do not know the frequency or mplitude of the paired phenomena ,
The event that creates the dual rotating( roulette patterned) phenomena creates counter rotating phenomena . Such phenomena re in superposition that is a tru true made up of rotations in multiple interference patterns . When we measure we collapse this rotional complex we determine one of its major rotational modes . We then impute a counter major rotational mode in the entangled phenomena. This will be there because rotation demands counter rotation for contiguous regions of space.
Einsteins quantum explanation of photoelectric response is indicative of rotationl frequencies of vortices required to create smaller vorticular events. The quantum is a rotationl complex a vortex very confusingly called a particle! A lump of energy, and many other descriptors like corpuscle etc are reduced to the term particle. Scientists can only deal with a certain level of complexity. Fortunately rotation compresses complexity into a simple vorticular notion that looks like a conical form.
http://m.youtube.com/watch?v=7GSUrPUFuEsSprites are such events and as you see the two counter phenomena are created together, when an upward sprite is seen a downward sprite is always there too, rather the rotational wave exhibits reflection, refraction and diffraction .
Amplitude is the other factor in quantum Mechanics, and this is the diameter of the region in coherence with a vorticular description . Amplitudes will form a fractal distribution that is bell curved shaped and of course this is a plot against frequency . Taking this information we can Fourier transform it by inverse Fourier into a Fourier " petiod" that is a confined spatial form