23% > 20% which means if someone goes into the field of computer programming they're more likely to remain in the field if they are a woman than if they are a man. "remain in the field" is used as a proxy for success.
You could argue about whether or not it's a good proxy for success, but your response sounds like you think women would be more likely to drop out of the field alltogether than men, which doesnt appear to be true
Does it really say that or are women just slightly more probable to enter the field without a degree?
And I'd argue it's a pretty bad proxy. Because the field might be growing (or shrinking) and percentages don't mean anything. 23% of 10k is less than 20% of 5k, for example. The percentage numbers don't really indicate whether someone will stay in the field, it's just a number that's highly dependent on a lot of variables and a very bad indicator for "people are staying in the field". I'm happy to be corrected, it's just how I read this.
Additionally, if your assumption is that 23%>20%, that would kind of mean that it's capped at 23%, right? Once more the CS degree quota is higher than 23%, following your logic, that would be an indicator that women are more likely to leave the field because it naturally gravitates towards 23%. But that's not based on anything, you could argue just as well that it's an indicator that more women are starting to take interest in CS as a career.
> they're more likely to remain in the field if they are a woman
Top earning fields (+most fields) were rife with strong resistance to hiring women. For women who'd managed jobs in top-earning professions (<pay) - this was constant, persuasive pressure to stay where they were.
source: grew up around professional women born early 1920s (budget analyst, peace corps, navy intel, usvp sec).
consider that a lot of the culture in tech is also there for the first four years of undergrad, and so 23% often represents the people who basically made it through four years. are people who have experienced it for four years likelier to put up with more of the same?
You could argue about whether or not it's a good proxy for success, but your response sounds like you think women would be more likely to drop out of the field alltogether than men, which doesnt appear to be true