LFD Book Forum Q4 and Q5
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#11
04-17-2013, 05:26 PM
 Elroch Invited Guest Join Date: Mar 2013 Posts: 143
Re: Q4 and Q5

One tip I would give for studying is this: if you are shattered, take a break. [Sorry, this could confuse the terminology further]
#12
04-20-2013, 08:30 AM
 ToSimplicity Junior Member Join Date: Apr 2013 Posts: 1
Re: Q4 and Q5

Quote:
 Originally Posted by yaser We either have a break point, or else we don't. In the latter case, the growth function is identically . In the former case, the growth function is constrained such that many formulas cannot possibly be valid growth functions.
Em. I didn't think of that. "Freedom" is limited because we can not be conflict to ourself. It is interesting.
#13
03-22-2014, 06:12 AM
 LazyPiggy Junior Member Join Date: Feb 2014 Posts: 8
Re: Q4 and Q5

Quote:
 Originally Posted by geekoftheweek I don't follow. In 2D, all four points must be coplanar so no line can shatter the points. In 3D the two x's and two o's can be separated along the third axis and this can easily be shattered by a plane. You need k > 4 as a breakpoint. Am I missing something? Perhaps I did not understand the OP's question.
What you said about Q4 just illuminated me, in Q5(II), when N = 1 the result is 4 >2, does that matter?

 Tags break points, growth functions

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