Title: Consistent and Truthful Interpretation with Fourier Analysis. Abstract: For many interdisciplinary fields, 
ML interpretations need to be consistent with \emph{what-if} scenarios related to the current case, i.e., if one factor changes, how does the model react?
Although the attribution methods are supported by the elegant axiomatic systems, they mainly focus on individual inputs, 
and are generally inconsistent. 
To support what-if scenarios, we introduce a new objective of consistency based on a notion called truthful interpretation. Towards this objective, 
we apply Fourier analysis of Boolean functions to get 
consistency guarantees. 
Experimental results show that 
for neighborhoods with various radii, 
our method achieves $2$x - $50$x lower inconsistency compared with the other methods.