this is neologistic art
neologism
aware of itself, but not accepted.
or is it more specifically protologistic art?

•    Unstable – extremely new, being proposed, or being used only by a small subculture (also known as protologisms)
•    Diffused – having reached a significant frequency of use, but not yet having gained widespread acceptance
•    Stable – having become recognizable, being en vogue, and perhaps, gaining lasting acceptance
•    Dated – the point where the word has ceased being novel, entered formal linguistic acceptance and, even may have passed into becoming a cliché
•    Passé – when a neologism becomes so culturally dated that the use of it is avoided because its use is seen as a stigma, a sign of being out of step with the norms of a changed cultural tradition, perhaps, with the neologism dropping from the lexicon altogether


This uncertainty isn’t generated by the author, but by the system itself. To discover the system would liberate research potential.

planal mitosis through oscillation.

one property is known more precisely than the other.
I is know more precisely than other.
subjectivity is experienced more precisely than objectivity
being-for-itself, before being-in-itself

assumptions of shroedinger equation:

total energy (e) of a particle - This is the classical expression for a particle with mass m where the total energy E is the sum of the kinetic energy, , and the potential energy V. The momentum of the particle is p, or mass times velocity. The potential energy is assumed to vary with position, and possibly time as well.
Note that the energy E and momentum p appear in the following two relations



einsteins light quanta hypothesis - asserts that the energy E of a photon is proportional to the frequency f of the corresponding electromagnetic wave


where the frequency f of the quanta of radiation (photons) are related by Planck’s constant h,
and  is the angular frequency of the wave.
(3) The de Broglie hypothesis of 1924, which states that any particle can be associated with a wave, represented mathematically by a wavefunction Ψ, and that the momentum p of the particle is related to the wavelength λ of the associated wave by:

where  is the wavelength and  is the wavenumber of the wave.
Expressing p and k as vectors, we have