Collection of Science Jokes P2

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The discussion revolves around a collection of science-related jokes and humorous anecdotes shared among forum members. A notable joke features a mathematician with a dog and a cow who are claimed to be knot theorists, leading to a playful exchange with a bartender. Other jokes include puns related to physics, such as Heisenberg's uncertainty principle and light-hearted takes on mathematical concepts. The conversation also touches on the nature of humor in science, with members explaining the nuances of certain jokes, particularly those involving mathematical notation. Additionally, there are references to classic jokes that have circulated over the years, illustrating how humor can bridge complex scientific ideas with everyday life. Overall, the thread highlights the community's appreciation for clever wordplay and the joy of sharing science humor.
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Physics news on Phys.org
  • #2,502
Where the Stupid People are:

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Hamiltonian299792458 said:
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Am I missing something?
EDIT: I was just seeing the JPG filename.
 
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  • #2,507
We are missing non-zero entries in that matrix.
 
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  • #2,508
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  • #2,509
Who said squaring the circle was impossible?

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  • #2,511
fresh_42 said:
Who said squaring the circle was impossible?

View attachment 292094
Gives a new meaning to "das Runde muss ins Eckige" ("the round one has to go into the angled/square one", originally referring to the round ball that has to go into the rectangular goal).
 
  • #2,512
mfb said:
Gives a new meaning to "das Runde muss ins Eckige" ("the round one has to go into the angled/square one", originally referring to the round ball that has to go into the rectangular goal).
Or as our American users would say: The egg must go between the suspenders.
 
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  • #2,513
fresh_42 said:
Or as our American users say: The egg must go between the suspenders.
WITW? I missed the memo, I guess...
 
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berkeman said:
WITW? I missed the memo, I guess...
 
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Demystifier said:
That one class he skipped back when in quantum physics probabilities and Bells theorem would have come in handy now, the guy's thinking.
 
  • #2,516
Demystifier said:

If you were to force me to pick from {a,b,c,d} randomly, of course I'd get it wrong. So the answer I would choose, logically, is 0%. And even if I were to have chosen 0%, randomly, then 0% would have still have been the wrong answer, logically, thus 0% is the right answer. And that doesn't contradict the fact that it wouldn't be if I were to have chosen it randomly, which I didn't. Does it?
 
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Jarvis323 said:
Does it?
The logical paradox arises from self-reference ("... this question ..."), similarly to the liar paradox or Russell's antinomy.
 
  • #2,518
Life on Mars is confirmed!

Nasa received a message:

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  • #2,520
It's an absolute nightmare, Mars has more abandoned vehicles than the total road surface can carry.
 
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  • #2,521
Reading about Killing vectors is like reading a synopsis to a noir murder mystery. There is a killer on the loose, who calls himself Vector. His modus operandi is to transport the bodies of his victims away from the site of the murder while preserving the isometry of the scene. He's been interrogated by the police many times, but always gets away with derivative lies. The detective investigating the killings is called Riemann. He's having an affair with a femme fatale played by Christina Ricci, whose curves cause tension. They have a meeting space at the flat of Riemann's mate Minkowski.
 
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  • #2,523
Bandersnatch said:
Reading about Killing vectors is like reading a synopsis to a noir murder mystery. There is a killer on the loose, who calls himself Vector. His modus operandi is to transport the bodies of his victims away from the site of the murder while preserving the isometry of the scene. He's been interrogated by the police many times, but always gets away with derivative lies. The detective investigating the killings is called Riemann. He's having an affair with a femme fatale played by Christina Ricci, whose curves cause tension. They have a meeting space at the flat of Riemann's mate Minkowski.

This mister Killing has also got fields named after him. But Killing fields are quite something else... :oops: (not really a joke...)
 
  • #2,524
Arjan82 said:
This mister Killing has also got fields named after him. But Killing fields are quite something else... :oops: (not really a joke...)
Yeah, at first glance, I thought I'd be reading a Killing joke ##-## if not a play on the name/word meaning, perhaps, e.g., one playing on a pseudo-Riemannian vector element shown to be infinitesimally contributory to a real Riemannian manifold.
 
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OneDoesNotSimplyFindTheHiggsBoson.jpg
 
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  • #2,526
The best thing about a boolean is even if you are wrong, you are only off by a bit.
 
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  • #2,527
Newtons Laws.jpg
 
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MikeeMiracle said:
This reminded me of my physics teacher in school nine years back. He used to crack many jokes while teaching, and this was one of them. Thanks for bringing back some memories!
 
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  • #2,529
Officer: "I smell alcohol. Are you drunk?"
Physicist: "Not yet."
Officer: "What do you mean by not yet?"
Physicist: "As long as you don't measure me, I will promise not to collapse! Can I go now?"
 
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  • #2,530
fresh_42 said:
Officer: "I smell alcohol. Are you drunk?"
Physicist: "Not yet."
Officer: "What do you mean by not yet?"
Physicist: "As long as you don't measure me, I will promise not to collapse! Can I go now?"
Chemist: "But Officer, ethanol is odorless".
Officer: "Get out of the car".
Chemist: (groans) . . .
 
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fresh_42 said:
Officer: "I smell alcohol.
The officer already made a measurement.
 
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mfb said:
The officer already made a measurement.
Touché.
 
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How about that. I just found out Einstein was a real person. Up until now, I'd thought he was a theoretical physicist!
 
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HowTheDinosaursDied.jpeg
 
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Santa_Solar_Panels.jpg
 
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That happens when you replace factorials by the Gamma function and use it outside of the integers.

Gamma(3/2) = sqrt(pi)/2.
 
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"To every complex problem, there is a simple, and easily understandable, but wrong solution."
 
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A friend used to comment (usually when we'd screwed up a homework sheet) that there is no problem so complex that it cannot, when looked at in the right way, become yet more complex.
 
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