Case 5: SARS-CoV-2 second-time attack on a vaccinated person.
What would be the case of a person who has recovered from SARS-CoV-2 and
got a vaccine against the virus? Quantum Perturbation Theory describes
that it is still possible that the person may be affected by the
SARS-CoV-2 again. However, this time the attack will be very weak, even
weaker than the person described in case 3. Mathematically, the effect
of SARS-CoV-2 on this person is given by the second-order correction to
the energy of the perturbed system. Thus, the strength of coronavirus
attack on a vaccinated person for the second time is given by,
En(2)= ∑ {│< Ψn(0)│H
p│Ψj(0)>│2 / (
Ej(0) –
En(0) )}
Since En(2) <
En(1), therefore, the person will get
better very quickly. This reduction in the COVID-19 attack could be
attributed to the fact that the body has developed much higher affinity
than the previous time and the immunity system has got even higher
strength because of two factors: the vaccine and the second attack of
SARS-CoV-2. Similarly, by adding any additional factor which can further
boost the affinity and the resistance of the immunity system, the
strength of coronavirus will further decrease and will be given by the
very small 3rd order correction to the perturbed
energy. Thus, Quantum Perturbation Theory suggests that multiple times
suffering from SARS-CoV-2 is not impossible but every additional time or
if any extra factor which boosts the body or organ affinity (like a
vaccine) the strength of the attack will decline sharply. Figure 6
provides a systematic decrease in the effect of SARS-CoV-2 in such
circumstances.