HexHammer said:
A "normal shot" is when the photon goes straight, but some times it will go in a curve, and then some times it will go in a crazy path making elaborate circles.PeterDonis said:
HexHammer said:
Many thanks, that's all i needed to hear.PeterDonis said:
Path Integral Occurrence is a mathematical tool used in quantum mechanics to calculate the probability of a particle moving from one point to another in space and time. It is based on the principle of least action, which states that a particle will take the path with the least amount of action or energy.
In quantum mechanics, Path Integral Occurrence is used to calculate the probability of a particle moving from one point to another. It takes into account all possible paths that the particle could take and calculates the probability of each path occurring. The final result is a sum of all these probabilities, giving the overall probability of the particle's movement.
Path Integral Occurrence is significant because it allows us to calculate the probability of quantum events, which cannot be predicted using classical mechanics. It also provides a deeper understanding of the behavior of particles at the quantum level and has been used in many important theoretical developments in quantum physics.
One limitation of Path Integral Occurrence is that it can only be applied to systems with a finite number of degrees of freedom. It also becomes increasingly complex when applied to systems with more particles or higher dimensions. Additionally, it can only be used for non-relativistic systems and does not take into account the effects of gravity.
Feynman diagrams are a visual representation of the calculations involved in Path Integral Occurrence. Each line in a Feynman diagram represents a possible path that a particle could take, and the probability of the particle moving from one point to another is given by the sum of all these paths. Feynman diagrams provide a more intuitive understanding of the calculations involved in Path Integral Occurrence.