Ah, much better
(By the way: "anserine" - adjective:
"..of or like a goose: Origin:
mid 19th century: from Latin anserinus, from anser 'goose'
(Source: Oxford Dictionaries, et al)
Nothing in the discussion of the Uncertainty Principle disagrees with the context of my discussion with Jake. In fact, further investigation of Heisenberg's "position) (no pun intended) on electron position and velocity yields this:
"... when Heisenberg refers to the uncertainty or imprecision of a quantity, he means that the value of this quantity cannot be given beforehand. In the sequence of measurements we have considered above, the uncertainty in the momentum after the measurement of position has occurred, refers to the idea that the "value of the momentum is not fixed just before the final momentum measurement takes place". Once this measurement is performed, and reveals a value "pf", the uncertainty relation no longer holds; these values then belong to the past. Clearly, then, Heisenberg is concerned with "unpredictability:" the point is not that the momentum of a particle changes, due to a position measurement, but rather that it changes by an unpredictable amount. It is, however always possible to measure, and hence define, the size of this change in a subsequent measurement of the final momentum with arbitrary precision." (Source: Hilgevoord, Jan and Uffink, Jos, "The Uncertainty Principle", The Stanford Encyclopedia of Philosophy (Spring 2011 Edition), Edward N. Zalta (ed.) )
Further "...Heisenberg admits that we can consistently attribute values of momentum and position to an electron in the past, he sees little merit in such talk. He points out that these values can never be used as initial conditions in a prediction about the future behavior of the electron, or subjected to experimental verification." (Source: loc. cit.).
So... with Heisenberg, Schrodinger and Bohr, somewhat on the same side, we have "Bohmian Physics" on the other side (so to speak). The result of which is
"that quantum mechanics is fundamentally about atoms and electrons, quarks and strings, not those particular macroscopic regularities associated with what we call measurements of the properties of these things".
There's neither space nor interest to continue except to say that the introduction of the "guiding wave" theory into quantum and the involvement of Einstein in ca. 1935 contibutes to an ongoing debate today about, in my opinion, how to truly define the "uncertainty principle". Whcih was my opinion expressed to Jake...