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升级   60% 该用户从未签到 - 自我介绍
- 我是一个十分热爱神经网络的人
 |
$ {, ]0 L/ G% p4 v8 k5 A
#include<stdio.h>
% s L! }9 l# j' Y#include<stdlib.h>
5 G& b: S4 |' k( _# D#include<math.h>
- d8 w6 x7 w4 r4 {3 V#include<malloc.h>
. {& s: n |6 K! x, ]( n! \ A5 g' \5 B
#define TRUE 1) \3 [1 ]8 M- z/ U# `" H* k
#define FALSE 0& ]/ y& y6 R( }# v
; z6 S/ z0 j U' O) d5 |9 [
#define NUM_LAYERS 3
+ _5 e; P9 D$ x; @#define NUM 124 //训练实例个数
5 w: ^. e) `& l6 |+ v% z#define N 5 //输入层单元数; S P$ f8 r' t: Q- S9 g
#define M 1 //输出层单元数/ I. B; g* R; y1 t. y" m6 H
5 Z# ^# L0 Q/ ]" ~4 N" N0 o
int Units[NUM_LAYERS] = {N,7,M}; //每层单元数
8 x% R& q/ g4 m* [. X1 g6 f3 _/ K FILE *fp,*fb;
2 h) P% `" j# ^% s9 q0 |; k
" a3 n7 T% z; ]% Q" w! E0 atypedef struct //训练实例
# \$ v4 d% y" N{
U# g( t4 ]/ I% L1 Z; U float x[N];& B" ]8 f' \- i$ G
float y[M];$ e5 j8 t5 C- z
}TRAIN;
6 k$ ]$ x+ f' e9 I2 K2 u ~ l6 D1 g/ U
typedef struct //网络层结构/ \- g1 k0 F3 J3 {) r' t7 g
{% Y: X- ~4 J. y1 R [
int Units; //该层中单元的个数( U- W4 A, ?& Q% k( U
float *Output; //第 i 个单元的输出1 V8 q, k# S' {0 P, L. s- N3 M
float *Error ; //第 i 个单元的校正误差
3 N+ S# o/ Z; I" t* R( a6 Y$ o float **Weight; //第 i 个单元的连接权值, H5 n( H$ b& R1 O0 |0 b2 }! S
}LAYER;
7 Y E0 z8 G: Z
% `- p( ]8 x) O5 ?typedef struct //网络8 w' |0 J; \! C4 F- f+ L
{
6 w, B3 H5 \- l LAYER **Layer; //隐层定义
/ R/ m; J+ `7 R LAYER *Inputlayer; //输入层7 G1 Y3 {6 t \
LAYER *Outputlayer; //输出层
' e, H1 f) V, W6 x5 ] float Error; //允许误差( h' m' @: L8 ?$ g! j2 c9 K P2 L
float Eta; //学习率* f2 ^5 k* q8 P* X. J+ p
}NET;
6 l& m2 t4 K, t4 w
+ |4 y1 F% |% S$ }/ [ |* y//初始化伪随机数发生器" c, e2 d% a! K: z @1 i
void InitializeRandoms()2 I4 w% D* \) ~. a$ f) q
{, _0 e0 |7 V# z3 L5 U
srand(4711);
% d5 v5 |# Y* [ return;7 a i6 `7 i$ f. g
} Y4 j6 k1 _ h f( u9 X @# M
, n& G0 z1 R/ `8 V: K) Q
//产生随机实数并规范化
4 N; C8 N7 G1 Hfloat RandomReal() //产生(-0.5,0.5)之间的随机数. J# f5 C2 P9 P e
{! x, L/ G, T1 ?' p# x6 ?! n# D
return (float)(((rand()%200)-100)/200.0);& e% N( y! A. T4 l& h3 {( p
}: @6 q; H2 P' ?3 r) [% H; V4 x
: ~8 V, I( ]; v1 X0 }8 ?
//初始化训练数据
3 i+ m! f# Z4 N7 g8 J- G; ^void InitializeTrainingData(TRAIN *training)
: {% [1 d! [! ?& i" ]7 S' V{
- n! A5 b5 Q9 Y+ ] ~ int i,j;
' S: d& P0 Z1 p& X5 s& V char filename[20];5 ]4 o8 {6 p6 }; Y- K3 K4 r
printf("\n请输入训练实例的数据文件名: \n");
; T! L0 b5 f( n% `/ X( K% b6 u gets(filename);
9 t! `# z/ b+ {: j fb = fopen(filename,"r");# B( A8 `* Z# I0 t6 C* Z
fprintf(fp,"\n\n--Saving initialization training datas ...\n");' y8 a: Z% x! H/ z6 P* G( l8 K
for(i=0;i<NUM;i++)
, u4 A# q+ U( P3 J5 i {
5 e9 B2 S9 `; X& j- C for(j=0;j<N;j++)
& E5 ?# G( n m- k {
A. L" y. R$ s' F$ r fscanf(fb,"%f",&(training+i)->x[j]);
& t6 j$ T. a8 ?1 {) b- F" Z' D fprintf(fp,"%10.4f",(training+i)->x[j]);
5 a- m/ \0 p) [( }7 C }
8 k& G: y% [/ l4 P4 Z& i6 w* v. c for(j=0;j<M;j++)1 M: M5 Z! h+ G! I5 H2 L( A
{
2 h: Z/ U# @! ^1 m) `/ M fscanf(fb,"%f",&(training+i)->y[j]);! W/ M0 W( x4 f x) H' \, ]- F( {' S
fprintf(fp,"%10.4f",(training+i)->y[j]);
* q/ T. P* |1 p" V8 f$ I }
, `5 J; i( h# }' A* t fprintf(fp,"\n");
4 g2 P! A/ }- v @$ O" |6 z- C }
5 b% u# \- a/ _/ d9 m; B fclose(fb);
3 T e) T V0 b/ c0 v% z6 ^ return;" y5 m% {' `- R1 k6 u: |
}
% i- @0 X0 T/ q* q/ y* ~ I8 s. ~& O, M3 ]
//应用程序初始化
5 z6 B3 m! }* V+ B; Uvoid InitializeApplication(NET *Net); y" c( A( M# J; V) k# E
{
% e0 ?' O; N. e Net->Eta = (float)0.3;
- a. `. V9 C# w: ^1 Q5 ^" u Net->Error = (float)0.0001;
! U9 r, y z+ n, a fp = fopen("BPResultData.txt","w+");
* M* ]' Q$ w$ D9 A3 Z- T return;8 ^! {. N* m1 y2 Y3 U
}
8 O' b3 w4 B3 S' z
2 o, D# m# T0 C; L$ V* s) V5 s//应用程序关闭时终止打开的文件
1 p" j! m' o5 ivoid FinalizeApplication(NET *Net), k- s3 Y1 C+ m5 g2 Y+ y
{
. A5 X$ N( o" [) A fclose(fp);
$ T# i; {& W& U return;1 U4 V! k2 J: v' ]7 s( L p8 `8 G
}
0 X. K- g N7 }2 r
9 Q6 |8 s2 b, c3 S0 ^//分配内存,建立网络
$ \. G: _1 ^' s# Dvoid GenerateNetwork(NET *Net)
" Y7 ]- D* d. ^) \{
, r& _) X0 q6 P5 l" q9 |) @. Z5 p int l,i;0 }5 A7 u3 H' _5 u
Net->Layer = (LAYER **)calloc(NUM_LAYERS,sizeof(LAYER *));
2 q n' v a3 U1 m& E+ u8 D7 \ for(l=0;l<NUM_LAYERS;l++)
1 Z, h: o; M1 k: j& b4 `1 X+ H" F {1 F7 p |7 K6 G& D
Net->Layer[l] = (LAYER *)malloc(sizeof(LAYER));. j7 K- l6 i: {+ j9 X
Net->Layer[l]->Units = Units[l];1 A) X) ~( A+ @
Net->Layer[l]->Output = (float *) calloc(Units[l]+1,sizeof(float));
* q& r) C$ ~- K3 z& f1 } Net->Layer[l]->Error = (float *) calloc(Units[l]+1,sizeof(float));
3 x w7 r; _6 h9 C2 ^; m Net->Layer[l]->Weight = (float **)calloc(Units[l]+1,sizeof(float *));
0 Y+ `% ]7 b V5 o Net->Layer[l]->Output[0] = 1;
4 r3 y) j1 z* c% e$ ^* G if(l != 0)" K& F3 d) Y/ j8 B+ h6 W0 T3 Q* }8 T7 \
for(i=1;i <= Units[l];i++) //下标从"1"开始
6 R" }, e8 V/ c0 f# o! B4 Y. E Net->Layer[l]->Weight[i] = (float *)calloc(Units[l-1]+1,sizeof(float));
' [+ n! m h% i: z8 o( \' v }
2 B! u* Y2 q: s [ Net->Inputlayer = Net->Layer[0];
: A2 J* N" D* L& P Net->Outputlayer = Net->Layer[NUM_LAYERS - 1];" L; r8 b6 c/ T) d) g) h
return;
+ A5 R/ _9 S# n) |}
0 \7 f9 B; T/ |5 F1 H& }6 w1 s( l! G/ C# j5 S/ Z3 {6 O
//产生随机实数作为初始连接权值9 q3 X. c- ^8 Y/ Q+ ]0 {
void RandomWeights(NET *Net)
l, K# [7 p9 X3 P) A# G{
( ]* e; k, Y0 ? `8 ` int l,i,j;
* R T3 x2 v3 Y7 K3 V0 F for(l=1;l<NUM_LAYERS;l++)
1 e c# ]' y- v for(i=1;i <= Net->Layer[l]->Units;i++)
+ A4 s) `) A7 _' P _' [ for(j=0;j <= Net->Layer[l-1]->Units;j++). s- t2 E8 V% k/ ~* V
Net->Layer[l]->Weight[i][j] = RandomReal();3 J0 j5 O d0 D* I# ]- s) e
return;' `5 j. k( d7 o! F2 t/ Z6 g6 _
}; W- d$ `: O+ g3 R
4 d+ @' r3 }$ ~
//设置输入层的输出值
; D& e5 g6 O6 h* h" t" m5 hvoid SetInput(NET *Net,float *Input)
: Z9 S, E; a% N6 q! x{, _1 k2 @, S6 M' \
int i;
# Y' ^- x8 @; _% r) `1 u9 m for(i=1;i <= Net->Inputlayer->Units;i++): D- c3 B) E1 R; Q5 K
Net->Inputlayer->Output[i] = Input[i-1]; //输入层采用 u(x) = x
: R: x: p! W1 p' X return;
' e8 C4 E+ C O6 M2 k, m. x}' l( R/ n! m S8 _; \) A
) F% \' |5 W5 j/ I
//设置输出层的输出值
$ z' Y7 y0 L) A, Bvoid GetOutput(NET *Net,float *Output)
) C. ?# D: G3 g; g: {7 i{. S# i* `6 l! S% M- {
int i;
) [" y) B! o0 v$ Y: Y" y! m0 F for(i=1;i <= Net->Outputlayer->Units;i++)
$ ~( n1 i. M. g& U Output[i-1] = (float)(1/(1 + exp(-Net->Outputlayer->Output[i]))); //输出层采用 f(x)=1/(1+e^(-x)). h7 p x/ g8 P1 q
return;2 o+ `: {9 q& C
}
9 ]3 }* R; X8 }9 @- J
% T. ] X2 A" k3 N% @$ O/ f W//层间顺传播7 a- @7 P' c' {1 l
void PropagateLayer(NET *Net,LAYER *Lower,LAYER *Upper)
: x" ^6 ]4 t9 |0 ?/ \; ~) x; r{
/ T8 `- i1 Z: \ int i,j;
: d% ?9 g) g' d- p2 u4 A! F6 A$ k float sum;9 r4 s; ^0 K& g8 d/ r
for(i=1;i <= Upper->Units;i++)7 i* _' V( P2 [; G
{: u4 f$ l) R6 Y& G8 V2 a
sum = 0;6 y' {* s: K' K) d3 o2 l5 i
for(j=1;j <= Lower->Units;j++)( V5 L( ^" V. E8 i/ W& O
sum += (Upper->Weight[i][j] * Lower->Output[j]);, B$ o" L1 n0 n4 v
Upper->Output[i] = (float)(1/(1 + exp(-sum)));
: X8 A- }" b! H }( O, p, j/ y3 ]/ X7 ~4 E
return;
; l4 O' |/ N# }! m0 M' M}
: v0 n/ A" R) c# U- g4 r, ] C( x0 Y- W, V& y8 \
//整个网络所有层间的顺传播
1 m) Y, e& L5 ^5 x6 Gvoid PropagateNet(NET *Net)0 d( f* S' t0 f9 `! c
{' A1 c+ I% Q: X) M, T9 A9 H
int l;
) N( S6 t0 n$ p8 ?9 p4 s+ @" u7 U for(l=0;l < NUM_LAYERS-1;l++)6 q7 d/ i: I+ k
PropagateLayer(Net,Net->Layer[l],Net->Layer[l+1]);( \8 M: j3 x, v" B* N
return;( H+ j$ z4 R X3 |8 p
}) a$ Y( n, Q2 u& b" Z8 M
5 M1 C( z, O( P5 X
//计算输出层误差
+ q$ Q: m/ W& n% b7 Fvoid ComputeOutputError(NET *Net,float *target)
/ {, Z( u+ B# J{6 n3 Y% X7 x, X/ w3 c9 u& q' h/ L' K
int i;( ^# Y# t7 x/ X3 Y0 |& R) i+ F3 m
float Out,Err;0 G2 _6 Z1 Z2 _7 e- p: n% `2 Z3 w. l
for(i=1;i <= Net->Outputlayer->Units;i++)/ h+ `' M: q( V+ O3 i
{% W) d3 ~ ], N
Out = Net->Outputlayer->Output[i];
8 y$ q" {2 o4 j) K. O% s Err = target[i-1] - Out;( L( I# b( x( `- K. E! K
Net->Outputlayer->Error[i] = Out*(1-Out)*Err;+ V% A4 [4 }2 O7 D% h" V N
}
# [+ r4 V d. N return;
, y% r$ ]$ o" [: Z$ s1 D}
* t* ^, l# n5 C3 Y! z2 T% c( e$ w
//层间逆传播( ]# m) b: L i
void BackpropagateLayer(NET *Net,LAYER *Upper,LAYER *Lower)
8 m; a! g. P8 f" x' e{& C1 l- b! I6 v! O
int i,j;
: {3 w5 @( G# M3 ?# }( I! V float Out,Err;
& c$ ? b# k/ W9 k& u( X for(i=1;i <= Lower->Units;i++)
! A1 m% T2 o9 S3 q: V4 Z' W {
/ ~1 `! U( @' u; |( x Out = Lower->Output[i];
2 A' L- }& ? L Err = 0;
" d& ^' f5 R4 E1 I for(j=1;j <= Upper->Units;j++)
: \* h, o8 l4 P' m5 u. p: F! p Err += (Upper->Weight[j][i] * Upper->Error[j]);
, ]4 |+ b7 v* l% s) r6 n2 q Lower->Error[i] = Out*(1-Out)*Err;1 T$ ?4 ^ _7 Z2 J
}
) N3 N) W. b4 \$ [) h+ g. u9 q/ S return;+ @6 I8 E# T0 n0 e, b
}, K8 c, Z1 g" d8 ~4 n. L5 P
/ _8 i# J% g$ H7 b
//整个网络所有层间的逆传播
# e% V7 k4 U V/ a! j, _0 y1 ~2 Bvoid BackpropagateNet(NET *Net)
6 D* E$ r0 \; r3 t{
$ o3 Y, m7 Q7 `. I& J- I' u& B int l;
0 G4 P3 s3 j: `. R2 R" s for(l=NUM_LAYERS-1;l>1;l--)
5 |0 E1 ~# G+ Z BackpropagateLayer(Net,Net->Layer[l],Net->Layer[l-1]);( [ G7 Y$ X" l% G, S: ~$ ]
return;* ^0 R! R C8 k. w; S" \5 a2 u
}
& u+ ~. X3 i7 ]! ^: G; A2 y. G8 L0 s/ R( n$ k& F& ?
//权值调整
( d: L+ c c1 evoid AdjustWeights(NET *Net)
1 `9 | g; c. o{% A8 A+ I; v, F8 w
int l,i,j;' \; f' }2 S: ?' K
float Out,Err;4 q" `# M6 @+ g( K* w( I
for(l=1;l<NUM_LAYERS;l++)8 Q/ Y7 I0 K& {5 ?3 @$ S6 x3 T
for(i=1;i <= Net->Layer[l]->Units;i++)
1 q$ A- J2 X: b! c8 Z for(j=0;j <= Net->Layer[l-1]->Units;j++)' F2 N, Q3 @5 H8 F$ ^: C% F
{
2 n% M! @9 d% O0 q. q9 N Out = Net->Layer[l-1]->Output[j];
- g1 T/ z7 H" P2 D* \) h3 T Err = Net->Layer[l]->Error[i];
3 E* `% @6 z/ S: i; {0 t* L0 d' A Net->Layer[l]->Weight[i][j] += (Net->Eta*Err*Out);! {8 W( B% }2 F8 Y
}% {1 F8 e3 e0 u# R6 z4 ^; V
return;+ O. h/ w( z" R7 l
}
$ \" p. Q5 N) e0 f" w$ g; y; Q, g8 m2 O* q
//网络处理过程: R% {- ?! V( l+ A/ U
void SimulateNet(NET *Net,float *Input,float *Output,float *target,int TrainOrNot)0 b$ |# Z. g9 U" v
{
2 B5 s! p a- M2 R1 L6 K! t SetInput(Net,Input); //输入数据; N/ R7 v0 a" g
PropagateNet(Net); //模式顺传播
4 i) T9 H$ D R: \- B GetOutput(Net,Output); //形成输出
3 U+ M8 P5 m9 C1 A" ?& S" k8 { ComputeOutputError(Net,target); //计算输出误差1 S f3 x+ H2 n9 E/ d% n2 c
if(TrainOrNot)
# @5 ^, R, \* |& h. p {
$ E4 [& A0 G8 c7 `+ [: v- T: \ BackpropagateNet(Net); //误差逆传播
) ^" E( A: n; k/ g7 r4 [ AdjustWeights(Net); //调整权值
! `& ?) E, j7 Q( F7 H) K1 b9 i$ F }
) \+ A4 j* j: ^& Z return;
& l% r2 X/ k! T: n- v}
( s% D/ V, z' D& m: C& u. L; I9 A( y( e. p& G
//训练过程
+ o0 V G# C0 }void TrainNet(NET *Net,TRAIN *training)
8 n( Q/ b0 j# v% T5 M/ J{
# u/ f# V- O6 Z3 s9 e int l,i,j,k;& ?" p* z+ \; q) h6 I I
int count=0,flag=0;. W: d, k6 C3 q0 o; |& T' Z
float Output[M],outputfront[M],ERR,err,sum;
" q* T; Y& }$ Q% D! A3 ^- G1 C3 b: v do' t5 a5 P+ U, L3 p: s, l
{0 Q3 X: W, L" K. `' g
flag = 0;( U3 Z- K8 M S( H2 ~) G
sum = 0;
/ l+ H1 d! k' Z* x! @! H ERR = 0;
7 h. G) j/ t/ o4 T& L if(count >= 1). p) \) i; e; c; u9 L# m
for(j=0;j<M;j++)
/ P7 z+ ?8 }7 Y9 J* R outputfront[j]=Output[j];7 V3 {* @% X" I. p* q; [
SimulateNet(Net,(training+(count%NUM))->x,Output,(training+(count%NUM))->y,TRUE);1 G0 \+ D. P* {6 R$ j1 k
if(count >= 1)+ }3 E0 P& h: H2 G. d" ^, Z
{
) I6 O: [4 _: }6 m( L k = count%NUM;$ A2 U& z$ e. F+ J5 N
for(i=1;i <= Net->Outputlayer->Units;i++)
2 I3 h- S. f! i8 i {
8 p5 W& \5 C1 ]1 I4 I! F% R+ Q) t sum += Net->Outputlayer->Error[i];
' e g4 G! Y# @/ ]! p err = (training+k-1)->y[i-1] - outputfront[i-1]; F, M3 N# m( G, P
ERR += (outputfront[i-1] * (1 - outputfront[i-1]) * err);
7 k' S0 K1 Z( s- a }
, m4 X: J- y5 f+ D if(sum <= ERR)* ]& W `' c4 z2 s- s
Net->Eta = (float)(0.9999 * Net->Eta);) Q' n; K5 M' |9 a U
else1 L: k3 p1 a7 D# C/ P
Net->Eta = (float)(1.0015 * Net->Eta);
: ?( V m2 [: o) S8 ]& y+ g! f& e0 w6 B Q8 W, h, j
}
+ E# @' W7 h4 N2 @* L5 d if(count >= NUM)
% y5 _9 j3 u* R7 w1 t# F- J" Z {5 Q4 A. v; D% M2 Z, u6 }3 e
for(k=1;k <= M;k++)* p2 _' v+ Q4 u! s
if(Net->Outputlayer->Error[k] > Net->Error)
! h( s }8 a9 e+ q: M7 v r8 Y( S { flag=1; break; }8 ?6 d+ A& k) e
if(k>M)
9 q3 L, o7 N" N( q flag=0;
! O+ C: q9 d1 w& d2 }9 o7 b }
/ j- o9 K% R; e2 D+ | count++;
4 W) A& D5 {5 \$ L! S' z" t }while(flag || count <= NUM);2 A/ _- F, J0 _& z5 _
fprintf(fp,"\n\n\n");
! z) z4 p: c$ a% s2 d( @ fprintf(fp,"--training results ... \n");1 Z; M. S; C" N/ M
fprintf(fp,"training times: %d\n",count);
* o, _& x* c# L2 _) g r& T9 P fprintf(fp,"\n*****the final weights*****\n");1 p+ p1 u; G7 b/ Q7 T' k
for(l=1;l<NUM_LAYERS;l++)
, r" R$ W$ M/ x2 a" | {3 c% C0 F. A, |; y V
for(i=1;i <= Net->Layer[l]->Units;i++)
; ?: [' }" m7 ~ {2 N8 L5 {4 u1 ?" A' A* }$ J
for(j=1;j <= Net->Layer[l-1]->Units;j++)
% n! S) Q: S. ?. ~ fprintf(fp,"%15.6f",Net->Layer[l]->Weight[i][j]);
u5 y8 |" J2 |+ U/ d fprintf(fp,"\n");1 u" |; R+ t0 |; {+ n
}
. B0 `" [: M, L4 [0 c" U# J fprintf(fp,"\n\n");
8 Y) _) K5 {! k& p$ A- L4 { }
, d3 V# `6 ]+ ]% v2 y}4 d f2 j' Y+ a7 h+ r6 \
7 m9 E6 F; G( V7 h* k
//评估过程
S# K1 S' a4 o( `void EvaluateNet(NET *Net)
& t# J* V% T( e$ H8 A: t; s8 J{
8 Y# ?% L% v2 ] ~; h @( ~ int i;
) z, L+ V; d0 N. G B o) { printf("\n\n(");
# C. p. n/ G+ a: Y* |8 Z4 P fprintf(fp,"\n\n(");
, F4 M8 ?- U' L for(i=1;i <= Net->Inputlayer->Units;i++)
* V" P) j3 ^, t( J) S% R$ j {) F9 }, j& o, x1 I1 M3 c+ X
printf(" %.4f",Net->Inputlayer->Output[i]);
) ^7 H& k; O3 y fprintf(fp,"%10.4f",Net->Inputlayer->Output[i]);
7 r+ o f. H- m- j0 j6 A }
8 S) @ o' ~1 C printf(")\t"); v, v1 X+ x( M8 e
fprintf(fp,")\t");
/ ^$ K, c. _" L" g0 W7 H for(i=1;i <= Net->Outputlayer->Units;i++)& D5 j) X7 W: W/ r0 L9 @2 |* }
{) b0 w' T D4 ^6 P% g; d6 ]( }
if(fabs(Net->Outputlayer->Output[i] - 1.0) <= 0.0499)9 Y* S! r' P6 J4 v
{
( {2 w# c9 Y7 } printf("肯定是第 %d 类, ",i);
& B" Q- L/ a# j( {1 ^% s7 _ fprintf(fp,"肯定是第 %d 类, ",i);
- g* s8 z% E0 ^& ]7 ^9 l }, U9 |' U1 o& E) e. D6 k9 `
if(fabs(Net->Outputlayer->Output[i] - 0.9) <= 0.0499)
D, R1 o! Q% N" @ {
# c- z) D+ t, X5 r* r2 p printf("几乎是第 %d 类, ",i);
/ p# q5 X2 x. N n& q fprintf(fp,"几乎是第 %d 类, ",i);0 U; U$ @' l# v% ]4 ^# C* }
} r6 Q: L6 k r+ |- O
if(fabs(Net->Outputlayer->Output[i] - 0.8) <= 0.0499)
d7 U+ E9 z4 D0 ? {! l5 F1 u$ @ ~* i1 y* s& C# x; R# [1 ?
printf("极是第 %d 类, ",i);
1 T* ?3 m$ j& n fprintf(fp,"极是第 %d 类, ",i);
7 H, K- w& y* S; z/ a+ k: ^/ p% r }
( J8 J1 K/ B: D/ g1 U4 T if(fabs(Net->Outputlayer->Output[i] - 0.7) <= 0.0499)* q5 {4 @/ i! h4 h8 b) b
{
+ q- r1 a+ H/ H+ H* c printf("很是第 %d 类, ",i);
) A6 U6 r2 t+ R; { fprintf(fp,"很是第 %d 类, ",i);7 l8 \- W- h1 x3 | r' H% _! P
}
4 F! O5 G/ ]# g$ b# V4 Y' D if(fabs(Net->Outputlayer->Output[i] - 0.6) <= 0.0499)! X& Q( C3 x/ x( V2 n% J& c) A# `
{
4 }% g2 \# `- R5 _ printf("相当是第 %d 类, ",i);
8 s/ ~5 c% a2 ]$ L$ i, `+ J fprintf(fp,"相当是第 %d 类, ",i);
; N9 e# u$ C9 r; t7 f( i2 f W }
& P: a! l5 @' L6 I* Q if(fabs(Net->Outputlayer->Output[i] - 0.5) <= 0.0499)8 @% ?6 k1 A m( g, ^
{
0 h- G. I! e$ o/ H9 h printf("差不多是第 %d 类, ",i);5 }* Y7 i+ `; W% x; c3 s) U! Z* D
fprintf(fp,"差不多是第 %d 类, ",i);9 k% s3 D" ]" U& P4 {
}
D1 U* t. N% K% r1 z/ ]3 v3 G if(fabs(Net->Outputlayer->Output[i] - 0.4) <= 0.0499)
: z- d' d) I# C; J {5 X* h3 x+ J B* p
printf("比较像是第 %d 类, ",i);% h, V$ A8 ~- ~. l0 @5 I
fprintf(fp,"比较像是第 %d 类, ",i);3 A. ?. {6 o; d; w( [" V5 _2 o
}
1 {% V* B3 d! G& [ if(fabs(Net->Outputlayer->Output[i] - 0.3) <= 0.0499)4 D* `6 j. o" e" w; `: G# }8 t) ]
{' D& a1 S* _7 l" t8 Z1 [& N
printf("有些像是第 %d 类, ",i);
6 A8 i3 M ]+ i' K( x fprintf(fp,"有些像是第 %d 类, ",i);
6 L$ H* N/ G. ~ }
6 K0 P0 U0 S0 u# K, ]. _ if(fabs(Net->Outputlayer->Output[i] - 0.2) <= 0.0499)
/ ? p; o6 K1 V1 K. }8 J {0 ^( G$ N5 N( I, I5 e% Z
printf("有点像是第 %d 类, ",i);# f; W1 H( h3 S- K- k0 E6 c' w
fprintf(fp,"有点像是第 %d 类, ",i);
5 o" I0 a+ Q6 L. A5 b0 Q- L }6 I( }, m$ r! t7 V) Y
if(fabs(Net->Outputlayer->Output[i] - 0.1) <= 0.0499)
5 M# }% j1 o8 o) g {
2 a J( I! M1 I printf("稍稍像是第 %d 类, ",i);* R/ ~ P: R" [' {; Q
fprintf(fp,"稍稍像是第 %d 类, ",i);
, o: C$ [/ J; {* I; }8 g. g }2 T" G3 Y3 K' \2 Y0 V- e" x
if(Net->Outputlayer->Output[i] <= 0.0499)
0 k- y9 V3 ` V9 S1 I0 ~8 j" ~! h/ P {
% q( E4 z& @. b% w0 c7 _ printf("肯定不是第 %d 类, ",i);
* A( {7 B" k4 {( M* E0 V } fprintf(fp,"肯定不是第 %d 类, ",i);
3 d+ P" L, w3 x) B) C) i }( W& a% S( W3 t* X0 @; [
}
) X6 K7 P/ ]* J! A6 i3 q; J" O printf("\n\n");
) q/ k5 N4 i4 g, y fprintf(fp,"\n\n\n");
+ H6 y* k% H5 C return;
9 g2 {( G" g* P: |}/ W2 A) ?# M. O+ E8 l z& q0 a
7 w9 F5 C. [# @0 h0 q//测试过程9 I$ d1 |' ~1 y3 ~# n. B
void TestNet(NET *Net)2 g6 P0 [, A: B7 y
{
4 i) Q4 Q7 z$ \3 W" e0 K6 ] TRAIN Testdata;
) s2 b# f$ M# J* S float Output[M];. p$ D5 ~9 S0 a9 B
int i,j,flag=0;' y- {, @6 P F0 K- X) q; o
char select;
- f/ j7 N( f& \, s6 E fprintf(fp,"\n\n--Saving test datas ...\n");
( p) c3 B1 X9 b# W! ^( a2 e% ? do
$ z! O* I1 I/ S: L {; \. j* h/ K2 n7 P0 g7 p5 x
printf("\n请输入测试数据(x1,x2,x3,x4,x5,y): \n");
6 r6 i6 m7 }. h- y, J/ n/ J+ m for(j=0;j<N;j++)$ [& }0 ^) j) W$ P# f1 |" O
{
4 Y3 q' h2 u9 G% m9 n: H scanf("%f",&Testdata.x[j]);
6 S! Y* G! p% B0 P2 D! Z. S fprintf(fp,"%10.4f",Testdata.x[j]);
9 T% @3 R9 u8 F7 x I }/ c. t- n$ q/ R
for(j=0;j<M;j++)! X7 w6 W2 f7 u1 n: S. f, H. _( k
{
" x6 n! j, j4 h/ l$ u scanf("%f",&Testdata.y[j]);2 U' j5 [6 n4 b& h/ l
fprintf(fp,"%10.4f",Testdata.y[j]);
; V3 \ |" U! \3 f- W0 q, D" n }
: V8 o5 A- @9 ^! X+ \8 r$ X fprintf(fp,"\n");
6 a/ R" z& n( i8 \0 p. w& u SimulateNet(Net,Testdata.x,Output,Testdata.y,FALSE);5 i/ s. H. l' ^2 X7 y
fprintf(fp,"\n--NET Output and Error of the Test Data ....\n");
/ q; G- l/ u* ^" j for(i=1;i <= Net->Outputlayer->Units;i++)
; _; P7 u/ g5 ]/ F! v y; Z fprintf(fp,"%10.6f %10.6f\n",Net->Outputlayer->Output[i],Net->Outputlayer->Error[i]);
' m. R( j& P. f) y3 {& i& O EvaluateNet(Net);
+ s7 `* W$ B' m0 P6 n& P, Z printf("\n继续测试?(y/n):\n");
3 ]- o. j9 r+ i! a getchar();
' O# F- b. ]5 Y scanf("%c",&select);
7 ^$ T0 i" m: N& X printf("\n");. e, @% j$ z+ e) f' r3 ?- T- A1 B, @$ E
if((select == 'y')||(select == 'Y'))
. u2 B* r; _2 Z7 o( k2 ` flag = 1;7 {% A8 [" Q0 V0 A# O4 n4 |
else
! N }' N( F: H4 ?' H& x flag=0;+ \+ O- j9 o/ p" X, r+ S
}while(flag);
`0 d% F3 I+ T1 W return;
4 o) O7 r6 R3 V8 i* R' N9 b' Z# X}, A8 N6 `$ S/ M4 [; ~: d1 j6 L
) V: A: `, |, ?
' H9 t, G6 N! m9 Z, }/ Pvoid OUTPUT(NET *Net)
1 Q. `( \$ l" k- c{7 H" ?$ O- q6 |1 h% `, m
float a[NUM_LAYERS][9]={0.0};
& E# P9 A. T# X3 @ float b[NUM_LAYERS][9]={0.0};1 @* M q: @* @6 i- ] r
float sum1[NUM_LAYERS][9]={0.0};5 S) L6 k7 ~3 G2 U
float sum2[NUM_LAYERS][9]={0.0};;
# h; H/ W+ ^4 N# Z) j; T float test[N];4 G9 ]' }' w1 E6 Y
//int i,j,k;
: m* L2 u) a: @' j fprintf(fp,"\n\n--true input datas ...\n");
# a# U1 b5 R: `8 o printf("\n请输入要判别岩性的自然伽马值、密度值、中子值、声波时差值、深电阻率值:\n\n");
. z; e1 P! x. G; M: a8 {& u for(int i=0;i<N;i++)
0 t) r2 H0 L# J4 H {
1 c! c8 g% m' @6 [ scanf("%f",&test[i]);
! |; \" ]: v) S fprintf(fp,"%10.4f",test[i]);
2 B0 }2 b# E; ~$ j' G6 \' ` }
8 O: r! g9 K7 k$ Z; @ P+ r9 p# [3 p- S7 p
+ |$ c! K. W; \* x$ H' N" o for(int l=1;l<NUM_LAYERS;l++)
0 G' T; K- V* S/ ^: [3 O {" U" ]/ ~+ H$ Z7 b% K
if(l==1)
`( C. p7 H) U; F {
0 Z b, f: z) t8 D1 T- ^3 x8 K" Z; m for(int i=1;i <= Net->Layer[l]->Units;i++)# W/ g/ G3 t" J% e; a/ I' g5 N
{. q& G q" |( w4 T* K1 B
for(int j=1;j <= Net->Layer[l-1]->Units;j++)
, _5 m6 e; R/ P7 y/ u6 d (float)sum1[l][i-1]+=test[j-1]*Net->Layer[l]->Weight[i][j];
1 V9 ~- ?, w) n2 k8 F. X j% ] (float)a[l][i-1]=1/(1+exp(-sum1[l][i-1]));
; G7 ^1 c7 D$ y }
+ Y, x" `, w+ B# } printf("\n");
/ l. \4 G. h0 J }
. g) E0 o( f, [4 i2 L, S$ g6 v1 e9 u. |. M& p1 M0 i8 s% S; _
if(l==2)
5 }( B6 _2 G8 x9 h3 s+ A3 B" | {
0 L$ ?6 P$ N( x' P- K# i for(int i=1;i <= Net->Layer[l]->Units;i++)
2 p/ S' h2 [6 i {
7 I8 }' E+ u2 Q* x for(int j=1;j <= Net->Layer[l-1]->Units;j++)9 I8 d; D6 a6 M
(float)sum1[l][i-1]+=a[l-1][j-1]*Net->Layer[l]->Weight[i][j];$ |- J( U) v* h) A0 F5 n- y
(float)a[l][i-1]=1/(1+exp(-sum1[l][i-1]));
' h7 Y) ~( i( G8 f" Q printf("%f\t",a[l][i-1]);
: Z% {, ^$ j2 ?; Z. K }& m1 [/ V2 C$ D' V8 y* \
}: ?! h5 w% Q' O3 D9 j9 j& c
}
& F7 J3 @ a: }}' t4 H. A& A6 l
6 O, H; \% A4 s V/ U) d
0 l5 z6 }/ K+ e//主函数0 \3 J+ V: l. c( ?- F* G- h
void main()" G3 [! w4 a, ]8 A* h3 s6 s: }+ \. |
{
4 k" y/ W1 T3 A# H* N. } TRAIN TrainingData[NUM];; X) d! g% t2 d$ K
NET Net;" @# ~ L/ m: ?4 y) c% ?
InitializeRandoms(); //初始化伪随机数发生器
+ q( E" [: ~5 Z! i GenerateNetwork(&Net); //建立网络9 q4 S- V2 q- j$ T0 s6 @4 v4 u' D; F0 o
RandomWeights(&Net); //形成初始权值% l8 k0 o2 u' a- I& K( o6 p
InitializeApplication(&Net); //应用程序初始化,准备运行
. G0 n% W3 S& C5 Y% Y! T# N InitializeTrainingData(TrainingData); //记录训练数据
L( v) K3 _0 b4 {0 L3 C" e5 S3 y j TrainNet(&Net,TrainingData); //开始训练
) {& ^( y5 V" W d" n2 ?9 L% n5 m TestNet(&Net);0 m0 @- K8 ~* x5 T9 n
OUTPUT(&Net);# P6 R+ l* t [8 W# z. }, I
FinalizeApplication(&Net); //程序关闭,完成善后工作
% V2 ?" O) v$ x% l/ H' s9 K2 y return;4 ^( U M, }0 k. j3 x
}% m' a. f& C) A8 ~9 P
0 S: h- m& N9 j+ F8 g! U/ V$ d" X9 ?; W, t4 ^5 |
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