\ft\tiResult of Applying Noisy Harmonic Grammar to OTSoftInputFile.txt

\cn2-19-2017, 2:46 p.m.

\cnOTSoft 2.5, release date 1/17/2017

\hrNHG Results for OTSoftInputFile.txt	2-19-2017	\pn
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\h1Weights Found
\ts2
Constraints	Weights Found
ConstantConstraint	20.000
VariableConstraint	2.000
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\h1Matchup to Input Frequencies
\ts5
/Input1/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.001	0.000	0	0
Cand2	0.999	1.000	0	100000
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\ts5
/Input2/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.000	0	0
Cand2	0.000	1.000	0	100000
\te\ke
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\ts5
/Input3/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.000	0	0
Cand2	0.000	1.000	0	100000
\te\ke
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\ts5
/Input4/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.000	0	1
Cand2	0.000	1.000	0	99999
\te\ke
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\ts5
/Input5/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.002	0	173
Cand2	0.000	0.998	0	99827
\te\ke
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\ts5
/Input6/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.025	0	2517
Cand2	0.000	0.975	0	97483
\te\ke
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\ts5
/Input7/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.095	0	9490
Cand2	0.000	0.905	0	90510
\te\ke
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\ts5
/Input8/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.197	0	19739
Cand2	0.000	0.803	0	80261
\te\ke
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\ts5
/Input9/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.310	0	31036
Cand2	0.000	0.690	0	68964
\te\ke
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\ts5
/Input10/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.415	0	41507
Cand2	0.000	0.585	0	58493
\te\ke
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\ts5
/Input11/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.498	0	49787
Cand2	0.000	0.502	0	50213
\te\ke
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\ts5
/Input12/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.574	0	57352
Cand2	0.000	0.426	0	42648
\te\ke
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\ts5
/Input13/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.628	0	62830
Cand2	0.000	0.372	0	37170
\te\ke
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\ts5
/Input14/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.676	0	67583
Cand2	0.000	0.324	0	32417
\te\ke
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\ts5
/Input15/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.717	0	71741
Cand2	0.000	0.283	0	28259
\te\ke
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\ts5
/Input16/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.745	0	74459
Cand2	0.000	0.255	0	25541
\te\ke
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\ts5
/Input17/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.777	0	77655
Cand2	0.000	0.223	0	22345
\te\ke
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\ts5
/Input18/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.793	0	79266
Cand2	0.000	0.207	0	20734
\te\ke
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\ts5
/Input19/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.000	0.814	0	81365
Cand2	0.000	0.186	0	18635
\te\ke
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\ts5
/input20/	Input Frequencies	Generated Frequencies	Input Number (exact)	Generated Number
Cand1	0.999	0.829	0	82920
Cand2	0.001	0.171	0	17080
\te\ke
\ts3\ks
/Input1/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (1.000)		
Cand1	* 	
\te\ke
\ts3\ks
/Input2/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (1.000)		*
Cand1	* 	
\te\ke
\ts3\ks
/Input3/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (1.000)		**
Cand1	* 	
\te\ke
\ts3\ks
/Input4/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (1.000)		***
Cand1 (0.000)	* 	
\te\ke
\ts3\ks
/Input5/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.998)		****
Cand1 (0.002)	* 	
\te\ke
\ts3\ks
/Input6/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.975)		*****
Cand1 (0.025)	* 	
\te\ke
\ts3\ks
/Input7/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.905)		******
Cand1 (0.095)	* 	
\te\ke
\ts3\ks
/Input8/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.803)		*******
Cand1 (0.197)	* 	
\te\ke
\ts3\ks
/Input9/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.690)		********
Cand1 (0.310)	* 	
\te\ke
\ts3\ks
/Input10/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.585)		*********
Cand1 (0.415)	* 	
\te\ke
\ts3\ks
/Input11/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.502)		10
Cand1 (0.498)	* 	
\te\ke
\ts3\ks
/Input12/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.426)		11
Cand1 (0.574)	* 	
\te\ke
\ts3\ks
/Input13/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.372)		12
Cand1 (0.628)	* 	
\te\ke
\ts3\ks
/Input14/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.324)		13
Cand1 (0.676)	* 	
\te\ke
\ts3\ks
/Input15/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.283)		14
Cand1 (0.717)	* 	
\te\ke
\ts3\ks
/Input16/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.255)		15
Cand1 (0.745)	* 	
\te\ke
\ts3\ks
/Input17/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.223)		16
Cand1 (0.777)	* 	
\te\ke
\ts3\ks
/Input18/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.207)		17
Cand1 (0.793)	* 	
\te\ke
\ts3\ks
/Input19/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.186)		18
Cand1 (0.814)	* 	
\te\ke
\ts3\ks
/input20/	ConstantConstraint (20)	VariableConstraint (2)
\wsF\we Cand2 (0.171)		19
Cand1 (0.829)	* 	
\te\ke
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\h1Hasse Diagram
The following Hasse diagram (in output folder at OTSoftInputFileHasse.gif) summarizes the rankings obtained.

\hf
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\h1Testing the Grammar:  Details
The grammar was tested for 100000 cycles.
Average error per candidate:  32.359 percent
Learning time:  0.000 minutes


\h1Parameter Values Used

   Noise was set at 1.

   Negative weights were permitted.
   The number of times that a negative weight was recorded during learning and testing was 45480 out of 4000000 chances.

   The number of ties between winner and rival was  0 out of 4000000 chances.  Tie is within 0.00001.

   Noise was applied to constraints, hence the same for all candidates.

   Noise was applied before weights multiplied by violations.
\h2Initial weights
\ts3
Constraint	Initial Ranking	Final Ranking
ConstantConstraint	20.000	20.000
VariableConstraint	2.000	2.000
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\h2Schedule for GLA Parameters
\ts6
Stage	Trials	PlastMark	PlastFaith
1	0	1.000	1.000
2	0	0.100	0.100
3	0	0.010	0.010
4	0	0.001	0.001
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There were a total of 0 learning trials.
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