Re: fuzzy logic
- From: Bill Silvert <silvert@xxxxxxxxx>
- Date: Thu, 10 Apr 2008 03:37:04 -0700 (PDT)
On Apr 7, 3:50 pm, Kirk Zurell <k...@xxxxxxxxxxxxx> wrote:
I can give one geometry example that is illustrative. I tried to
create a fuzzy circle drawing program, a fuzzy equivalent to the
x^2 + y^2 = r^2 algebra. I created 'width' and 'height'
linguistic variables, and created rules like 'IF width IS very
wide THEN height IS very tall' and so forth.
I think that drawing a circle misses the point. Drawing a round shape
is much closer to what could be considered fuzzy geometry. Two obvious
applicaitons of fuzzy logic would be:
1. identify a round shape. A circle is round, mu=1, a fractal is not,
mu=0, and various shapes fall in between.
2. run around in circles on rough ground, full of boulders and
potholes.
But given that a circle has a crisp definition, you cannot draw a
fuzzy circle unless you define what you mean.
.
- Follow-Ups:
- Re: fuzzy logic
- From: Kirk Zurell
- Re: fuzzy logic
- References:
- fuzzy logic
- From: bint
- Re: fuzzy logic
- From: Walter Banks
- Re: fuzzy logic
- From: bint
- Re: fuzzy logic
- From: Kirk Zurell
- fuzzy logic
- Prev by Date: Free book on Genetic Programming from www.gp-field-guide.org.uk
- Next by Date: Re: fuzzy logic
- Previous by thread: Re: fuzzy logic
- Next by thread: Re: fuzzy logic
- Index(es):
Relevant Pages
|
|