Turn to such a question
I am feeling very curious to do a bit
First Japanese sentence X $ $ $ or $ Y $ 0 and $ $ $ y = -1 in the case.
For the remaining normal circumstances, apparently logarithmic power can be converted to a multiplier.
That is to take $ x ^ y $ $ \ $ into LN $ y \ ln {x} $, $ y ^ x $ take $ \ $ into LN $ x \ ln {y} $
Then $ x ^ y $ and $ y ^ x $ equal magnitude relation $ y \ ln {x} $ and $ x \ ln {y} $ magnitude relationship
Transposition may be equal to $ \ frac {\ ln {x}} {x} $ and $ \ frac {\ ln {y}} {y} $ magnitude relationship
Obviously when $ x, y \ ge 1 $, the