Hi.
Thank you for providing LEMUR packages --- I really appreciate the work you’ve done.
Could you provide the intuitive description when the sign of lfc and did_lfc are opposite sign?
While applying LEMUR to the Human Lung Cell Atlas, I noticed that find_de_neighborhood sometimes returns genes where the lfc and did_lfc values have opposite signs, even when both are statistically significant.
According to Figure 4c in the LEMUR paper, I had expected that a downregulated gene in the neighborhood (i.e., lfc < 0) would typically also show a negative did_lfc, since the difference in effect between the neighborhood and other cells would likely preserve the same sign (i.e., $\Delta_{nbh}$ − $\Delta_{other}$ < 0).
Revisiting your glioblastoma notebook, I also found a similar case: LMO2 has lfc < 0 and did_lfc > 0.
Could you please comment on the intuition behind such cases?
Does this reflect stronger or even opposite regulation in the complement of the neighborhood?
Thanks again for your excellent work.
Best regards.
Hi.
Thank you for providing LEMUR packages --- I really appreciate the work you’ve done.
Could you provide the intuitive description when the sign of
lfcanddid_lfcare opposite sign?While applying LEMUR to the Human Lung Cell Atlas, I noticed that find_de_neighborhood sometimes returns genes where the lfc and did_lfc values have opposite signs, even when both are statistically significant.
According to Figure 4c in the LEMUR paper, I had expected that a downregulated gene in the neighborhood (i.e., lfc < 0) would typically also show a negative did_lfc, since the difference in effect between the neighborhood and other cells would likely preserve the same sign (i.e.,$\Delta_{nbh}$ − $\Delta_{other}$ < 0).
Revisiting your glioblastoma notebook, I also found a similar case: LMO2 has lfc < 0 and did_lfc > 0.
https://htmlpreview.github.io/?https://github.com/const-ae/lemur-Paper/blob/master/notebooks/glioblastoma_analysis.html
Could you please comment on the intuition behind such cases?
Does this reflect stronger or even opposite regulation in the complement of the neighborhood?
Thanks again for your excellent work.
Best regards.