🎯Feynman's path integral shows that calculating the probability of particle travel requires considering contributions from all possible paths, including impossible ones.
🌌Feynman diagrams simplify calculations by representing particle interactions as vertices and photon connections, reducing complex interactions to a single diagram.
🔄Feynman diagrams allow for particles to travel backwards in time, demonstrating the mathematical nature of quantum interactions.
🔀The interpretation of Feynman diagrams is based on topology, how vertices are connected, rather than the specific interaction being represented.
💡Feynman diagrams are a powerful tool in simplifying calculations in quantum field theory, reducing the number of contributing interactions that need to be solved.