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Parsons' law

The law stating that a piece of equipment will not work, named after physicist Nick Parsons
This Maltese cross tube isn't working, clearly it obeys Parsons' law!

This is not the way it should be, it must be Parsonic.
by Lsymms December 15, 2013
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Jolson's Law

Subculture Ɵ becomes mainstream as soon as "sexy Ɵ girls" becomes a popular porn genre.
"According to Jolson's Law, scene girls are only popular because scene girl porn is popular."

"I went to Google, trying to find a picture of an extremely frumpy nerd female to counter your virginity quip. Instead all I got was hot "nerd" girl porn."
"Jolson's Law strikes again."
by Computer Shaman December 1, 2011
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Hallam's law

The concept that if more storage space is made the space will be filled.
I made an bought an extra wardrobe for my clothes and now it's full too. "That's Hallam's law"
by JackBrin June 11, 2018
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Taylor's Law

Banks and corporates have a nasty habit of using buzzwords to promote their product in a way start-ups never do. As such Simon Taylor (host of the Fintech Insider podcast) noted, there is an inversely proportional relationship between how many Buzzwords (AI, Machine Learning and Blockchain) a bank uses, and how good their product is.

Taylor's law: The amount of times you mention AI, ML or Blockchain in your product is inversley proportional to how good it is
Damn that press release from BIG BANK sure proves Taylor's Law. Did you see the amount of times they said AI?
by AListener May 31, 2019
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Deagle's Law

The Law stats that you can prove anything using the prinicples of physics.
I used Deagle's Law on everything and all I got was 10/40 on the test.
by Hot&Fluffy January 28, 2009
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Herpes' Law

Herpes' Law is an adage or epigram that is typically stated as: "If you don't get tested for an std, you can be assured you don't have one. Only once the knowledge of an std is brought to light, is the disease active."
Naw bro I'm clean......Herpes' Law.
by Commonersflaw May 8, 2011
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law of detachment

In mathematical logic, the Law of Detachment says that if the following two statements are true:

(1) If p, then q.

(2) p
Then we can derive a third true statement:

(3) q.
Damn dude! I'm doing lesson 2.3 on the law of detachment in my geometry book!
by greendevil32 September 8, 2016
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