ey/they/it/any
give me tips/contact me on signal: rhinozz.1337
but i hope you've learned some key ideas in data viz! and apologies to @hailey.at for criticizing her graphs so harshly. was just teachable. 💜
but i hope you've learned some key ideas in data viz! and apologies to @hailey.at for criticizing her graphs so harshly. was just teachable. 💜
annotations are thus minimal — sample sizes as numbers, and a brief explanation of how your sentiment analysis works.
annotations are thus minimal — sample sizes as numbers, and a brief explanation of how your sentiment analysis works.
keep the horizontal axis (you may be able to widen your bins), but make the y axis show absolute sentiment — the raw, non-summary value. then plot each post as a dot in the appropriate age bin. show examples of famous posts with their sentiments as a unit reference.
keep the horizontal axis (you may be able to widen your bins), but make the y axis show absolute sentiment — the raw, non-summary value. then plot each post as a dot in the appropriate age bin. show examples of famous posts with their sentiments as a unit reference.
let's see: we want to show non-summaries of sentiment per group while also showing parts of D like sample sizes.
and we want to give a reference for what these sentiment values mean, and maybe leave an annotated note about how the sentiment analysis works.
let's see: we want to show non-summaries of sentiment per group while also showing parts of D like sample sizes.
and we want to give a reference for what these sentiment values mean, and maybe leave an annotated note about how the sentiment analysis works.
to illustrate why that's bad, enter Ansombe's Quartet. four graphs, obviously different when plotted, but same mean, regression line, etc.
to illustrate why that's bad, enter Ansombe's Quartet. four graphs, obviously different when plotted, but same mean, regression line, etc.
here, s* refers to a statistical summary — mean, median, regression, etc. — of d*.
here, s* refers to a statistical summary — mean, median, regression, etc. — of d*.