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Neural Net Lottery PickerReply
MW, try following settings : 05-08-17-24-37-44-;12,3929044970288;0,612815274382113;0,219650652835587;16:03:07.5431528;Learning Rate:0,0192| Noise:0,24|Threshold Error:0,1|Hidden Neurons:200|Test Data Range:33;1-) 05-07-18-25-36-45-;12,2329451409627;0,608847523852977;0,210849514552098;16:03:08.9650306;Learning Rate:0,0192| Noise:0,24|Threshold Error:0,1|Hidden Neurons:200|Test Data Range:33;2-) 04-09-19-26-38-43-;12,1434674087449;0,606616733095172;0,207347696357373;16:03:34.5432073;Learn
Aug 18, 2016, 10:09 am - adamcustom - Mathematics Forum

Reduction MethodsReply
Quote: Originally posted by JKING on January 11, 2005Todd,What I'm after here is -What's the most effective way to filter/reduce combinations. Is it by using many or just a few to achieve the amount of reduction your looking for. Which method gives you the greatest reward with the least pitfalls.A follow up question to all this is- Can you get a meaningful amount of reductions without exceeding a 100%+ error ratio?You cannot exceed 100% error neither fall below 0% error. The only way to get 0% e
Jan 12, 2005, 11:06 am - lottoarchitect - Mathematics Forum

Neural Net Lottery PickerReply
For my game it's hard to find settings that work worse than yours. Hardly one number hit per line and that every 3 lines or so. They would be good to eliminate combinations instead of playing them While my settings give pretty good results : 02-10-13-48-47-49-;21,5723717704877;1,01353628380766;2,21433322736329;12:36:40.2132324;Learning Rate:0,140734| Noise:0,24|Threshold Error:0,1|Hidden Neurons:200|Test Data Range:21;3-) 02-10-20-48-47-46-;30,1942540979571;1,19909199968653;2,4669205814
Sep 6, 2016, 6:41 am - adamcustom - Mathematics Forum

Neural Net Lottery PickerReply
You might as well try these settings : 02-08-20-48-47-49-;21,1183045415693;1,0028128188244;2,11966062328724;20:20:41.9306152;Learning Rate:0,140734| Noise:0,24|Threshold Error:0,1|Hidden Neurons:200|Test Data Range:21;4-) 02-10-12-48-49-47-;21,5788466613317;1,0136883775254;2,33342749391307;20:20:47.5087466;Learning Rate:0,140734| Noise:0,24|Threshold Error:0,1|Hidden Neurons:200|Test Data Range:21;3-) 02-08-20-48-47-46-;29,0584631840539;1,17632323028061;2,26692314884001;20:20:53.1025101
Sep 5, 2016, 2:53 pm - adamcustom - Mathematics Forum

Combinations & % Error ChallengeReply
Hi, By using an individual number method, for Pick 3, you get the following: 1-leaves 729 combinations -%error=27.1 (ie-eliminate the number 8 from all combinations being considered) 2-leaves 512 combinations-%error=48.8 3-leaves 343 combinations-%error=65.7 4-leaves 216 combinations-%error=78.4 5-leaves 125 combinations-%error=87.5 6-leaves 64 combinations-%error=93.6 7-leaves 27 combinations-%error=97.3 8-leaves 8 combinations-%error=99.2 9-leaves 1 combinations-
May 30, 2008, 5:46 am - JKING - Mathematics Forum

Can math and logic improve chances of winning a jackpot?Reply
Let hope Jammy comes to a shocking realization of the error of his ways.
Jul 5, 2013, 10:41 am - Ronnie316 - Mathematics Forum

Number of odd combinations in a 5/39 gameReply
Thanks for pointing out my error and giving me the chance to correct it.
Sep 1, 2010, 7:37 pm - johnph77 - Mathematics Forum

Error Correction
Has there been an algorithm or software developed that looks back at the variances between the predictions that it makes for lottery picks and the historical jackpot values, and uses that lookback to adjust it future forecasts. I believe in math this lookback is referred to as an error correction function that may look at the variances and calculate the standard deviation about each guess for the jackpot value. I'm thinking of a base function or procedure that makes the
Jun 20, 2005, 11:31 am - lchoro - Mathematics Forum

Calculate last time number drawn using VBReply
wrong number of arguments error message
Feb 8, 2005, 1:00 am - bowldog - Mathematics Forum

even odd questionReply
Let me try to get this all in perspective.If you opt to use odd/even as a reduction criteria for selecting your final lottery numbers. How many combinations for example would be eleminated if you chose 0/6-6/6 and what error % would you introduce into your selection process.Food for another discussion is what are acceptable error %'s? What yeilds the smallest error% with the greatest amount of reductions?...
Sep 6, 2004, 10:17 pm - JKING - Mathematics Forum