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(Artificial Neural Network)



                                  Z_tat224@yahoo.com


                              Zahra_razavi_amiri@yahoo.com



                                                                (ANN)1                  .
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1
. Artificial Neural Network
2
.neuron
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.          (s       )                                                                   ANN
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                                                                                   .
                                               :
1
 .Reinforcement Learning
2
 .Unsupervised Learning
3
 .Back-propagation error
:x
                                                                                                       (           )                                            :t
  .         Yk                                                                w jk                                                                          :    k

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                                                                                                                                j                           :Zj

                                                                                                                       k                                    : Yk

                          z _ in j   v0 j               xi .vij                           Zj
                                                i

                                                                                                   .                       zj            f ( z _ in j )

                                                                                                               j                                        : voj

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                                                                                     X i (i 1,2,.., n)                                              .

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                                                                                      Zj( j        1,2,..., p)                                      .

. zj   f ( z _ in j ) :                                                                       . z _ in j       v0 j                     xi .vij :
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Y j (k       1,2,..., m)                                                 .

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                    v0 j   vij                                               .       j                 _ in j . f ( z _ in j ) :

                                                                    . v0 j                     .       j     vij           . j . xi :
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                                                               . w jk (new)                       w jk (old )              w jk :

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    Job-shop Schedul TPS
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                                                                                       S       i                               : Ci ( S )

                                                                 Ti      max{0, Ci ( S ) d i }             i                   : Ti ( S )

                                i                         : ti                                     i                                      : hi

                                                                      . (F )
                                                                                   .
                                                                                           .
         1              1                         1
F (S )             Fi               (C i   ri )            Ci
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1
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2
 .Due-Date
3
 .Mean Flow time
wi                                                        . ( Fw ( S ))

.            Fw                                            .               hi
             1
Fw                    hi .Ci ( S )
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                                                                                    . T (s )
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    Z             (t iTi ( S ) hi Ci ( S ))                                     :
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1
    .Mean Weighted Flow time
2
    .Mean Tardiness
Pi
 input of    neuron1 :                                    Mp    max{ pi }                 i               : Pi
                         Mp

                          di
 input of    neuron2 :                                     Md     max{d i }               i              : di
                          Md
                                              .                                       i                  : SLi

                         SLi
input of    neuron3 :                                          M SL   max{SLi }               SLi   di     Pi
                         M SL
                         ti
input of    neuron5 :
                        10

                         hi
input of    neuron4 :
                        10
                        d
input of    neuron7 :
                        Md

                        P
input of    neuron6 :
                        MP

                                      ( Pi        P)
                              i
input of    neuron9
                                      n.P 2
                        SL
input of    neuron8 :
                        M SL

                                       ( SLi       SL )
                                  i
input of    neuron11
                                        n.SL 2

                                       (d i       d)
                                  i
input of    neuron10
                                       n.d 2



                                                                                  .
Pi                                  1
                                Mp
                                           di
                                           Md
                                                                    2
                             SL i                                   3
                             M SL
                                            hi
                                                                    4
                                           10
                              ti
                                                                    5
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                                               d
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                                               Md                                                         Oi [0.1,0.9]
    i
                              P                                                  .
                              MP                                    7
                                                                                 .
                                               SL
                                                                    8
                                               M SL
                 (d i        d)
            i
                         2
                                                                    9
                 n .d
                                                ( Pi           P)
                                           i
                                                           2        10                                         i
                                                n.P
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                 i
                                                                    11
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                        n.S L



            ).
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Gi   0.1 .08(i 1 n 1)            :
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                   ei   ( Oi Gi .n) (0.9 0.1)                       :
                                                                            )
                  (.
   .                        back-propacation


                                                .
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                                                        (               )   .




- - - - - -   :
- - - - - - :
.


                                                                        .
     .
                      .
                                             .




 (        )




                                                                    .       .


David J. Cavuto , AN EXPLORATION AND DEVELOPMENT OF CURRENT
ARTIFICIAL NEURAL NETWORK THEORY AND APPLICATIONS WITH
EMPHASIS ON ARTIFICIAL LIFE , A thesis submitted in partial fulfillment of the
requirements for the degree of Master of Engineering, May 6, 1997
Baoding Liu , Introduction to Uncertain Programming, Uncertainty Theory
Laboratory , Department of Mathematical Sciences , Tsinghua University , China
, November 23, 2005
Ahmed El-Bouri, Subramaniam Balakrishnan, Neil Popplewell, Theory and
Methodology Sequencing jobs on a single machine: A neural network
approach, Department of Mechanical Engineering, Faculty of Engineering,
University of Manitoba, Winnipeg, Manitoba, Canada R3T 2N2,Received 1 May
1998; accepted 1 April 1999

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شبكه هاي عصبي مصنوعي Ann farsi [www.matlabtrainings.blogfa.com]

  • 1. (Artificial Neural Network) Z_tat224@yahoo.com Zahra_razavi_amiri@yahoo.com (ANN)1 . . . .ANN . . . ANNs . . . . . . ) . ( noise 1 . Artificial Neural Network 2 .neuron
  • 2. . . ( ) : 100 . (1 ). ) . (. . . . . . . . . . . . 1 .cell body(soma)
  • 3. . : . : … . y xi . . . j . . . . ( ) . . . . . - . . .
  • 4. . . ) ( . . . . . . ( ) . : . .( . . . 1 .Feed-Forward
  • 5. . ( ) . . . . . . . . . . ). ... (. . : . . . . ( ) . . 1 .Recurrent
  • 6. . . 1 0 . . (s ) ANN : . : . [0,1] ( , ) . . . . : . . . ( ) . . ( ) . 1 .Supervised Learning
  • 7. . . x . ... % x t . . . . . . . . . . . . – . . . : 1 .Reinforcement Learning 2 .Unsupervised Learning 3 .Back-propagation error
  • 8. :x ( ) :t . Yk w jk : k . : vij : j . Zj i : Xi j :Zj k : Yk z _ in j v0 j xi .vij Zj i . zj f ( z _ in j ) j : voj y _ ink wk zj.w jk Yk j . yk f ( y _ ink ) k : wok : : . . . . . . ( ) . X i (i 1,2,.., n) . . Zj( j 1,2,..., p) . . zj f ( z _ in j ) : . z _ in j v0 j xi .vij : i .
  • 9. Y j (k 1,2,..., m) . . y _ ink vw0 k x j .w jk : ji . yk f ( y _ ink ) : : k Yk . w0 k w jk . k (t k yk ). f ( y _ ink ) . k . w0 k . k w jk . k .z j : Zj . j _ in j k .w jk : k v0 j vij . j _ in j . f ( z _ in j ) : . v0 j . j vij . j . xi : . . w jk (new) w jk (old ) w jk : . vij (new) vij (old ) vij : . . . . . : . (DSS) : .
  • 10. . OR : Job-shop Schedul TPS . ... : . ( ) n . . . n ). (. . . n : : i : Pi n :S i : di S i : Ci ( S ) Ti max{0, Ci ( S ) d i } i : Ti ( S ) i : ti i : hi . (F ) . . 1 1 1 F (S ) Fi (C i ri ) Ci n i n i n i 1 .single machine shop 2 .Due-Date 3 .Mean Flow time
  • 11. wi . ( Fw ( S )) . Fw . hi 1 Fw hi .Ci ( S ) n i . T (s ) . . (. . ) 1 1 T (S ) Ti max{Ci d i ,0} n i n i . . Z Z (t iTi ( S ) hi Ci ( S )) : i . . . n . . . . . . . . . n : 1 .Mean Weighted Flow time 2 .Mean Tardiness
  • 12. Pi input of neuron1 : Mp max{ pi } i : Pi Mp di input of neuron2 : Md max{d i } i : di Md . i : SLi SLi input of neuron3 : M SL max{SLi } SLi di Pi M SL ti input of neuron5 : 10 hi input of neuron4 : 10 d input of neuron7 : Md P input of neuron6 : MP ( Pi P) i input of neuron9 n.P 2 SL input of neuron8 : M SL ( SLi SL ) i input of neuron11 n.SL 2 (d i d) i input of neuron10 n.d 2 .
  • 13. Pi 1 Mp di Md 2 SL i 3 M SL hi 4 10 ti 5 10 d 6 . Md Oi [0.1,0.9] i P . MP 7 . SL 8 M SL (d i d) i 2 9 n .d ( Pi P) i 2 10 i n.P ( SLi SL ) i 11 2 n.S L ). . .( . . . . . – – . . . feed-forward . .
  • 14. Gi 0.1 .08(i 1 n 1) : Oi : ei ( Oi Gi .n) (0.9 0.1) : ) (. . back-propacation . . . ( ) . - - - - - - : - - - - - - :
  • 15. . . . . . ( ) . . David J. Cavuto , AN EXPLORATION AND DEVELOPMENT OF CURRENT ARTIFICIAL NEURAL NETWORK THEORY AND APPLICATIONS WITH EMPHASIS ON ARTIFICIAL LIFE , A thesis submitted in partial fulfillment of the requirements for the degree of Master of Engineering, May 6, 1997 Baoding Liu , Introduction to Uncertain Programming, Uncertainty Theory Laboratory , Department of Mathematical Sciences , Tsinghua University , China , November 23, 2005 Ahmed El-Bouri, Subramaniam Balakrishnan, Neil Popplewell, Theory and Methodology Sequencing jobs on a single machine: A neural network approach, Department of Mechanical Engineering, Faculty of Engineering, University of Manitoba, Winnipeg, Manitoba, Canada R3T 2N2,Received 1 May 1998; accepted 1 April 1999