Tuesday, May 4, 2010

Course 4 on The Globally Distinguishable Vs. the Substringular, Session 7, Test 1

1) Why can't electrons be measured at a specific spot, while what these are giving off is measured, simultaneously?

2) Describe briefly the surface area of an electron as it is identified in a specific locant slice.

3) What parallels to the situation in "2?" Describe this reasoning to the example conceptually. (Describe this discussing the discreteness of the given general phenomena.)

4) Describe how electric and magnetic fields interrelate to the "2" of electrons.

5) Describe how the "J" of electrons causes their propagation.

6) What is the difference between what we call energy, the Fock energy of any given phenomenon, the eigenstate of the phenomenon, and the action of the of the basis of that energy. Please provide just the simple concepts relating.

7) Besides the fact that electrons work to form light, and we encounter light, what makes electrons the phenomena that we as living beings tend to always encounter otherwise.

8) Describe how you could accurately detect an electron at a given locant Without overt perceptive errors.

9) Relate the concept of an ideal line to the actual existence of a string.

10) What is the relationship between a point particle and its neighborhood?

11) Why is their a field density to a point particle?

12) Why are waves expelled from point particles? (Please use the example that I gave in my previous writings.)

13) What physical invention of the last 200 years relates to the sequences and series of stringular iterations? Describe.

14) Describe the "detectable' field density of a point particle.

15) What dimensional aspects of the space-time-continuum define the reason for "4", including the fact of the continual transpiring of the Space-Time-Continuum?

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