View Full Version : What is the "maximum"
ghostchaox
May21-07, 07:26 PM
I don't understand what this is supposed to mean when used with a set of numbers like:
maximum of {x,y}
Can anybody help?
Are x and y independent variables?
berkeman
May21-07, 08:36 PM
Plot these numbers as a smooth line:
-1,-1
0,0
1,-1
What is the local maximum around x=0?
Stevedye56
May22-07, 12:55 PM
Is {x,y} a set of coordinates on the curve? Or are they the actual point of the relative maximum.
prasannapakkiam
May22-07, 11:32 PM
Well if you mean extremas, then you {x,y} must be a stationary point where the gradient of the tangent is equal to 0.
If so, then it is talking about the nature of the curve. An example is:
consider the graphs of the following...
y=x^2, at x=0, it is a minimum stationary point.
y=-x^2, at x=0, it is a maximum stationary point.
I don't understand what this is supposed to mean when used with a set of numbers like:
maximum of {x,y}
Can anybody help?
Based on what you wrote,
maximum of {x,y} =
x, if x>=y
y, otherwise
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