logkxlogkb
Logkxlogkb is a compact notation used to denote the product of two logarithms with the same base k, specifically log_k(x) multiplied by log_k(b). The base k is assumed positive and not equal to 1, and the arguments x and b are positive.
In terms of the natural logarithm, log_k(x) log_k(b) can be written as (ln x)(ln b) / (ln k)^2.
Basic properties include symmetry and simple special cases. The expression is symmetric in x and b since
Usage and notes. Logkxlogkb is not a standard named function in most mathematical texts; it is typically