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As a curiosity here are my good-old Metastock for Dos versions of the
formula's fm Kramer's article(in original Dos-annotation):
MAM(movavmomentum):mov(C,4,E) - ref(mov(C,4,E),-4
MAO(movavoscillator):oscp(2,16,E),$)
Played a while wt idea's as noted in the article. Trading the MAM/Williams
%R in trading mkts. and the MAO/Stochastics in trending ones.
Trading/trending as defined by certain levels of the ADX. It gives you a
kind of all-weather approach to your trading.
Really never finished the job.
Thanks for putting me back on an old trail that's worth more exploiting.
Am going back to a trading system I tried to build around the mentioned ideas.
If I come up with something meaningfull I let you all know.
There might be a resemblance between good trading ideas and good wine after
all....
Frans
At 17:49 29-08-98 -0400, you wrote:
>one more on that..i realize the code is in the tasc article...send your
>only if you made changes..thanks..
>
>
>At 04:11 PM 8/29/98 , you wrote:
>>Steve,
>>
>>This reminds me of an article in TASAC April or May '94 by Bruce Kramer.
>>He combines a moving average oscillator with moving average momentum and
>>stochastics oscillator and (unsmoothed stocastics) Williams %R and ADX into
>>a consistent "all weather" system, with which I played for a while but left
>>the idea for some reason. If you're interested and don't have access to that
>>TASAC article, just yell and I'll dive into some closets in the garage or in
>>the attic.
>>
>>Frans
>>
>>At 08:55 28-08-98 -0700, you wrote:
>>>I've sent the following message twice...once last night and once
>>>about three hours ago. It's not showing up so far. If all
>>>three of these messages show up on the list, please accept my
>>>apology for the clutter.
>>>
>>>"My first attempt at developing a computer system was with a
>>>TRS-80. I had someone program the logic and I haven't "learnt
>>>nothin' yet/since". My objective is to turn this little "moving
>>>average oscillator" into a system test. I would like to reverse
>>>my position when the oscillator reverses it's direction. Here's
>>>the formula:
>>>
>>>Mov(C,opt1,S)-Ref(Mov(C,opt1,S),-opt2)
>>>
>>>I'm sure it's simple. I'll trade out optimized results for some
>>>help.
>>>
>>>Thanks in advance,
>>>
>>>Steve Karnish
>>>CCT"
>>>
>>>
>>>
>>>
>>>
>>>
>>
>*********************************************
> Have a nice day
> Jim Kerwin
> Atlanta, Georgia U.S.A.
>*********************************************
>
>
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