A bullet point list of why the classical systems are just too big for the quantum effects to be observable follows...


Quantum mechanics describes the behavior of matter and energy at the smallest scales, while classical physics deals with larger scales.

One of the main differences between quantum and classical systems is the uncertainty principle, which limits the precision with which some properties can be measured.

Another difference is the superposition principle, which allows quantum systems to exist in multiple states at once, while classical systems have definite states.

Quantum systems can also exhibit entanglement, where the properties of two or more particles become correlated in a way that cannot be explained by classical physics.

The behavior of quantum systems can be described by wave functions, which give probabilities for different outcomes, rather than deterministic equations.

However, when a quantum system interacts with its environment, it can become entangled with many other particles, leading to decoherence and the loss of quantum coherence and superposition.

Classical systems are typically too large and complex for quantum effects to be observable in practice, except in very special circumstances such as quantum computing, cryptography, or sensing.

Nevertheless, there are some interesting theoretical and experimental results that show how quantum effects could potentially impact classical systems, such as chaotic behavior, tunneling, or topological phases.

Understanding the interplay between quantum and classical systems is an important area of research that could lead to new technologies and insights into fundamental physics.

As artificial intelligence becomes more ubiquitous and powerful, it will be increasingly important to understand the limitations and potential of classical and quantum computing paradigms, and how to combine them effectively.
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