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| File Information |
| Description |
In this program 10 friends play with 10 dice with 10 sides for 10 times in the forward verse and for 10 times in the behind verse.
PC obtain a vector of classification of 10 elements in the forward verse and of 10 elements in the behind verse.
The vectors in output are:
1. DELTA POINTS = NOT no = POINT OF LEFT CURRENT = PSX
2. forward points = choice = point of right up current = pdx/2
3. behind points = nochoice = point of right down current = pdx/2
4. total points = no = point of right current = pdx
The 1° vector: 10 difference of forward-behind verse.
The 2° vector: 10 forward verse.
The 3° vector: 10 behind verse.
The forwards and the behinds are numbers of points of the 10 players. The input is the number of steps (the time) of each player-soluction in the double verse.
The 4° vector: the sum of forward point with behind point.
The strategy used is the same of the soccer-tourney with 20 teams but in this case teams are 10 (the players) and each player play a game with himself because is indipendent to other friends. The winner is the bigger number of steps. Is an inverse winner-logic.
The 5° vector: are 10 numbers of the current-points:
DELTA POINTS + total points = yes + no = point of current
The sum of the 10 current-points is the number of circuitation:
2 forward points = 2 choice = circuitation of current = sum (yes + no)
The criterion used to me for the classification of forward-behind verse is a combination of number of die and number of side and number of steps. This criterion (it obtain 2 vectors of 10 elements in the range 1-10) isn’t the current-input (output of the players-steps) because the current-input is the number of the steps: for the classification are used 3 input and for the current is used only one input (the time, steps). The five vectors and the circuitation-number are obtained with the forward-steps and the behind-steps of the 10 players. Classification is with 3 input (two space and one time) and the current is builded with only one input and this number is the time-variable of the steps and bigger number is a superior quantity in the current-function (bigger number of steps is a bigger current function). |
| Acknowledgements |
The author wishes to acknowledge the following in the creation of this submission:
diceN_classification
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| MATLAB release |
MATLAB 6.1 (R12.1)
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