[Plankton]

Mein Zeug über die Synapsen (Die "Gleichförmigen") und den Deutsch-Josza-Algo ist ja bereits hier zu finden.
Was ich z.Z. verfolge ist eine Basis über die Abläufe der Feinmotorik! Ich hole dazu wieder das Paper von Stephanie Wehner & Co. (Entropic Uncertainty Relations and their Applications).

D. Arbitrary measurements
Many interesting measurements are not of the orthonormal basis form. For example, coarse-grained (degenerate) projective measurements are relevant to probing macroscopic systems. Also, there are other measurementsthatareinformationallycompleteinthesen sethat their statistics allow one to reconstruct the density operator. Themostgeneraldescriptionofmeasurementsinquantum mechanics is that of positive operator valued measures (POVMs). A POVM on a system A is a set of
positive semidefinite operators {Xx} that decompose the identity,Px Xx = 1A. The number of POVM elements in the set can be much larger or much smaller than the Hilbert space dimension of the system. Physically, a POVM can be implemented as a joint coarse-grained measurement on the system of interest with an ancilla system. For two POVMs X = {Xx}x and Z = {Zz}z, the general Born rule now induces the distributions [...]

Ich finde man sollt hier mal daran denken, dass es eine absolutes Faktum ist, dass es keinen einzigen Menschen auf der Welt gibt, dessen Beine z.B. exakt gleich lang sind!

#Ohhhmmmmmmmmm....................