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R56 New Cooper: Quantum Improvement over Old

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Old Mar 28, 2008 | 08:18 AM
  #51  
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sequence
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From: Your Worst Nightmare :)
Originally Posted by key_lime_hamster
first of all, for the semantic prigs:

from merriam-webster: Main Entry: 2quantum Function:adjective Date:1942 1 : large, significant <a quantum improvement> 2 : of, relating to, or employing the principles of quantum mechanics <quantum physics>
yes yes that's what I meant: quantum as an adjective rather than quantum as a noun.
 
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Old Mar 28, 2008 | 08:54 AM
  #52  
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Dr Obnxs
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OK....

Originally Posted by psustang89
As a chemist by trade I was doing my best not to jump on the vocab lesson bandwagon, but I failed. Describing something as "increasing exponentially" means a very rapid increase. An exponential curve does just that, it increases very suddenly. No one speaks in terms of exponents <1...that's just funny.
So, an exponent of 1.03 (like current savings account or T-Bill interest rates) is a very rapid increase? Give me a brake. Having an exponentail growth (or decay) just means you get a straight line on a log plot, nothing more. It says nothing about what that line looks like relative to the axis.

You may be a chemist, but you need to go re-read your math books!

Matt

ps, I'm just doing my best to keep this from being a gen 1 new mini vs gen 2 new mini pisssing contest.
 
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Old Mar 28, 2008 | 09:36 AM
  #53  
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sequence
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From: Your Worst Nightmare :)
yup. Need more eggs, make mine scrambled
 
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Old Mar 28, 2008 | 09:38 AM
  #54  
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mauberley
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From: H-bar-on-two
Originally Posted by Dr Obnxs
So, an exponent of 1.03 (like current savings account or T-Bill interest rates) is a very rapid increase? Give me a brake. Having an exponentail growth (or decay) just means you get a straight line on a log plot, nothing more. It says nothing about what that line looks like relative to the axis.

You may be a chemist, but you need to go re-read your math books!

Matt

ps, I'm just doing my best to keep this from being a gen 1 new mini vs gen 2 new mini pisssing contest.
Geez, if you're going to bring the axis into question... anything goes!
 
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Old Mar 28, 2008 | 06:17 PM
  #55  
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From: Going downhill, fast.
HUH????????
 
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Old Mar 28, 2008 | 06:42 PM
  #56  
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That's

Originally Posted by mauberley
Geez, if you're going to bring the axis into question... anything goes!
the axis... Not the Axis!

Matt
 
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