Academics Not Productive Enough? Sack 'em 356
ananyo writes "One hundred academics at the University of Sydney, Australia, have this week been told they will lose their jobs for not publishing frequently enough. The move is part of a wider cost-cutting plans designed to pay for new buildings and refurbishment to the university. Letters were posted to researchers on Monday 20 February, informing them their positions were being terminated because they hadn't published at least four 'research outputs' over the past three years. It is unclear which research fields the academics work in. Another 64 academics were told they had a choice between leaving and moving to a teaching-only position, he said."
In academia, we don't say. . . (Score:5, Funny)
. . ."publish or perish" just because we appreciate alliteration.
Game show? (Score:5, Funny)
Re:That'll work well. (Score:5, Funny)
I'd recommend a study on it. Seriously, right now unless you want to lose your job.
Re:Good riddance (Score:5, Funny)
There are far too many in "accedemia" [...] How about schools focus on TEACHING
Based on the evidence presented before me, I feel inclined to agree.
Re:In academia, we don't say. . . (Score:5, Funny)
I've got tenure, suckers! (Score:3, Funny)
One of my favorite Futurama scenes:
Mayor Poopenmayer: Professor Wernstrom, can you save my city?
Professor Wernstrom: Of course, but it'll cost you. First, I'll need tenure.
Mayor Poopenmayer: Done.
Professor Wernstrom: And a big research grant.
Mayor Poopenmayer: You got it.
Professor Wernstrom: Also, access to a lab, and five graduate students, at least three of them Chinese.
Mayor Poopenmayer: All right, done. What's your plan?
Professor Wernstrom: What plan? I'm set for life. Au revoir, suckers!
Leela: That rat! Do something!
Mayor Poopenmayer: I wish I could, but he's got tenure.
Re:That'll work well. (Score:5, Funny)
Re:That'll work well. (Score:5, Funny)
The sum of the powers of *Whoosh* is not equal to the power of the hypotenuse of *Whoosh* for any integral power greater than two.
I have an elegant proof for this conjecture, but I can't type it here on slashdot because it requires Unicode.