A thorough understanding of functional analysis is not strictly necessary for studying quantum mechanics (QM), as most quantum physicists, including Nobel laureates, do not rely heavily on rigorous functional analysis in their work. While there are niche areas in theoretical research, such as quantum chaos, where functional analysis may be beneficial, it is not essential for typical undergraduate or graduate courses in physics. However, for those interested in both mathematics and physics, exploring applied functional analysis in relation to quantum mechanics is recommended. The historical development of both fields is interconnected, and engaging with both can enhance understanding and appreciation of their concepts. Additionally, introductory quantum physics is primarily based on electromagnetism.