But one should be aware that applying quantum statistics is stronger than classical statistics, not mutually exclusive for each case. Meaning, even when we are in a "classical" case (lambda much smaller than inter-particle distances) applying quantum statistics wouldn't be incorrect. But would just make you do harder math unnecessarily. And so, indeed, if you take the limit when the temperature is high, quantum calculations approach classical.
Thanks!
But one should be aware that applying quantum statistics is stronger than classical statistics, not mutually exclusive for each case. Meaning, even when we are in a "classical" case (lambda much smaller than inter-particle distances) applying quantum statistics wouldn't be incorrect. But would just make you do harder math unnecessarily.
And so, indeed, if you take the limit when the temperature is high, quantum calculations approach classical.