Assume you have an equation where the dependent variable is LN(Yt/Yt-1) and the independent variable is measured as LN(Xt/Xt-1) what would be the interpretation of a coefficient that is 0.15?

Thus independent variables as well as independent variables are measured as logarithm of their differences/ growth rates.

Context study: study relationship between cryptocurrency growth and some explanatory variables among which: stock exchange composite indices, hash rate of the cryptocurrency network, number of transactions and exchange trading volume.

If someone could answer this question I would be very happy!!

Assume you have an equation where the dependent variable is LN(Yt/Yt-1) and the independent variable is measured as LN(Xt/Xt-1). How do I interpret a coefficient value of 0.15?

Both variables are measured as logarithms of their change between time points i.e. growth rates.

Context: I am studying the relationship between cryptocurrency growth and some explanatory variables including: stock exchange composite indices, hash rate of the cryptocurrency network, number of transactions and exchange trading volume.