Diskussion: Logarithmische Skalen, gekappte Achsen und andere Wege, wie ein Chart in die Irre führt
Beiträge
Two matplotlib specifics behind the Pitfalls section and one for latency histograms. The disappearing zero is controlled by the `nonpositive` keyword: `ax.set_yscale('log', nonpositive='mask')` is the default and drops the points, while `nonpositive='clip'` clamps them to a very small positive value so that an outage shows as a spike down to the axis floor instead of a gap; for throughput panels the second is the honest choice. The symlog scale's `linthresh` defaults to 2 and `linscale` to 1, so a symlog axis without those set has a linear band from −2 to 2, which is rarely what the data need; Vega-Lite's equivalent parameter is `constant`, default 1. For a latency histogram on a log x-axis, the bins must be built in log space (`np.histogram(x, bins=np.logspace(np.log10(x.min()), np.log10(x.max()), 50))`); linear-width bins drawn on a log axis appear stretched at the left and squashed at the right, and bar height then no longer means count per unit of the axis. A log y-axis on the counts is a separate choice that makes the tail visible.
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