Exact solutions of Effective-Mass Schrödinger Equations on Quantum Kerr-
(A) Ds Galilean Myers– Perr driven gravitational transformations for
the anti-COVID-19 RoccuffirnaTM drug design.

General methods to quantize combined descriptors of both the probability
and phase/current distributions in molecular electronic reference frame
transformations, to a “superposition of coordinate transformations”
have been previously introduced. Continuity equations for these
densities are explored on an array of recent fundamental observations
developed through gravitational amplification of primeval density
fluctuations generated in the exceedingly early phase of cosmic
evolution. In this paper, I show that the notion of vertical-equilibrium
state of the vanishing current entanglement in chemical space and
orbital superpositions are observer-dependent features in quantum
reference frames including Galilean transformation, and near-horizon
symmetries ranging from supergravity theories to Lorentzian
cryptographic signatures to enhance the RoccuffirnaTM’s gravity to trap
the SARS-COV-2 viruses in practice. The corresponding stationary radial
Schrödinger equations with these potential energy functions are solved
analytically, in the underlying information continuity equation that
determines machine learning characteristics for both Euclidean and
Lorentzian signatures to Quantum microBlackHole-Inspired Kerr- (A)
dS-Myers–Perry black Gravitationals in an approximate scheme for zero
total angular momentum. It is found that the wave functions for bound
states can be expressed in terms of the Jacoby polynomial involving
either the nonclassical or resultant entropy/information concepts the so
called horizontal-equilibrium state, which represents the
phase-transformed quantum state of a molecule, corresponding to the
optimum, density-dependent “thermodynamic” phase in the near-horizon
limit, with either SL(2, ℝ) or Poincaré iso(1, 1) symmetry which extends
to the entire near-horizon geometry . This analytical expressions for
purely vibrational energy levels of the electronic state, without an
accompanying change of quantum observables, preserves the electron
probability distribution but modifies its current by varying the moduli
to a weakly-coupled description of a pharmacophoric system, where states
with fixed conserved charges can be counted. The influence of the
equilibrium-phase gravitational transformation, quantum phase density,
and local entropy formalism production is examined on the continuity
chemical relations for the anti-COVID-19 RoccuffirnaTM molecular
equilibrium states.