I assure you I don't have any wishes one way or another.
What tickled me into making the comment above had nothing to do with whether adoption rate was used by the author (or is used generally) to mean market penetration or the rate of adoption. It was because a visual aid that is labeled ambiguously enough to support the exact opposite perspective was used as a basis for clearing up any ambiguity.
The purpose of a time series chart is necessarily time-derivative, as the slope or shape of the line is generally the focus (is a value trending upward, downward, varying seasonally, etc). It's fair to include or omit a label on the dependent axis. If omitted, it's also fair to label the chart as the dependent variable and also to let the "... over time" be implicit.
However, when the dependent axis is not explicitly labeled and "over time" is left implicit, it's absolutely hilarious to me to point to it and say it clearly shows that the chart's title is or is not time-derivative.
I know comment sections are generally for heated debates trying to prove right and wrong, but sometimes it's nice to be able to muse for a moment on funny things like this.
Yes. The title specifically is beautiful. The charts aren't nearly as interesting, though probably a bit more than a meta discussion on whether certain time intervals align with one interpretation of the author's intent or another.
It maps pretty cleanly to the well understood derivatives of a position vector. Position (user count), velocity (first derivative, change in user count over time), acceleration (second derivative, speeding up or flattening of the velocity), and jerk (third derivative, change in acceleration such as the shift between from acceleration to deceleration)
I think that's nearly exactly what I paid for 2x32GB at a retail store last week. I hadn't bought RAM in over a decade so I didn't think anything of it. Wish my emergency PC replacement had occurred a year earlier!
In 2008 I was given 2 offers from a company: WFH or paid relocation to work in-office. I chose the former, which came with a 26% lower salary, and have been remote ever since. Just comparing the salaries in that case is a little disingenuous, however, since the relocation was from a low cost of living city to a high cost of living city.
A large impact on the extent to which WFH may need to come at a discount is specialization: If you're easily replaceable with an in-office worker, why would the company deal with remote? If you're not so easily replaceable, the company is more likely to be willing to work with you on your terms.
There's generally been a large disconnect between the job market in the tech sector and the rest of the economy, at least until a few years ago. There's now much more of a bifurcation within the tech job market, where rank-and-file and entry level software engineers are suffering while experienced and specialized software engineers may be doing better than ever. This plays into the RTO/WFH discussion because some people may not have the option to get their preference at any discount, or given either option in the first place.
What tickled me into making the comment above had nothing to do with whether adoption rate was used by the author (or is used generally) to mean market penetration or the rate of adoption. It was because a visual aid that is labeled ambiguously enough to support the exact opposite perspective was used as a basis for clearing up any ambiguity.
The purpose of a time series chart is necessarily time-derivative, as the slope or shape of the line is generally the focus (is a value trending upward, downward, varying seasonally, etc). It's fair to include or omit a label on the dependent axis. If omitted, it's also fair to label the chart as the dependent variable and also to let the "... over time" be implicit.
However, when the dependent axis is not explicitly labeled and "over time" is left implicit, it's absolutely hilarious to me to point to it and say it clearly shows that the chart's title is or is not time-derivative.
I know comment sections are generally for heated debates trying to prove right and wrong, but sometimes it's nice to be able to muse for a moment on funny things like this.