ت�ضيايا الر3 لطالبب ا كتالثانى الدرا�سى اف�سل الادىث العدلثال ال�سف ات�ضيايا الر ، له تطبيقاته اً ومفيدمتع مً اضيات عملري من دراستك ل اجعلعملية.تك ال فى حيا على تكوينطريقة مبسطة تساعدكعلمية بدة اللما لك ا قدمناسليم.ليب التفكير الاضية وأسا المعرفة الريخرى.علمية ارف اللمعات فى ااضيا الرينا أهمية دور أظهرلثانى الدرا�سى اف�سل الادىث العدلثال ال�سف الطالبب ا كتا ج م ه و ر ي ة م ص ش ر ا ل ع ر ب ي ة و ز ا ر ة ا ل ت ر ب ي ة و ا ل ت ع ل ي م م- ا أل عÓ ن ا ت ا ل ش ش ر ق ي ة- د ا ر ا ل ج م ه و ر ي ة ل ل ص ش ح ا ف ة

كتاب 3ع_ت2_2011_كاملاً

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  • 3

    .

    .

    .

    - -

  • GdjVc GddGd Gdd GEYGOi Gd GdQGS Gdf

    - -

  • MdG MdG G H

  • G L OGDa Y /PSCGFahQ Uh Y /QcdG dU dG HCG Y /QcdG PSCG

    c fj c /PSCG QSG SdG aGS /PSCG

    dCJ

  • .

    . .

  • :

    )1 - 1( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 2)1 - 2( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 9

    )1 - 3( )(. . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 21)1 - 4( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 51 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 02

    :

    )2 - 1( - . . . . . . . . . . . . . . . . . . 12)2 - 2( )( . . . . . . . . . . . 72)2 - 3( . . . 13 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 53

    :

    )3 - 1( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 63)3 - 2( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 93)3 - 3( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 24)3 - 4( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 74 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 25

    Gdj

  • :

    )4 - 1( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 45)4 - 2( . . . . . . . . . 26)4 - 3( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 17)4 - 4( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 87)4 - 5( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 28)4 - 6( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 88)4 - 7( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 59

    . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 401

    :

    )5 - 1( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 601)5 - 2( . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 211 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 611

    . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 711 - 911 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 021

  • = P // N C C C C n C C I CX )c C( CC C X ) C (G C C

    ~ ]GC , ] ]GC , ] GCb e GCh JhiH ]GC , ]GM hb G C)C(/

    GdS GHS C )C(GfG GdQivaA Gd

    = P// N C C C C n C C I

  • .

    .

  • :

    1 - 1

    c GEjO MU Gd GdjQJ

    Y Z Nd.

    Rhl eJl MUo V OjQJ .

    l S . H

    Yb .

    .

    : = - = = =

    . ) ( ) (

    ) ( :

    )C ( C . .

    C )C ( ) C( )C ( }C {.

    )C ( = ) ( C = =

    e 1

    : ) - ( = ) + (Gd

    - = ` = = + ` =

    JQ C :

    GC )C ( = )- ( )C - + ( = ) -(

    L` ) - ( = ) - C - ( O )C - ( = )- - (

    - 2

  • 1 - 1

    3 :

    e 2

    M = }C { N = } - { :M * N N * M

    Gd

    M N M * N M N :

    M * N = }C { * } - { = }) C -( )C ( )C ( ) -( ) ( ) ({ : N * M = }- { * }C { = } )- C( )- ( ) C( ) ( ) C( ) ( {

    : M * N N * M M * N N * M :

    *

    C

    )- ()- C(-) () C()() C(

    *-

    )C ()C ()C -(C) () () -(

    :

    M * N = N * M M * N = N * M

    :: M N

    : M * N = })C ( : C k M k N{ M * N N * M :M N

    K )M * N( = K )N * M( = K )M( * K )N( K .

    ) ( k M * N k M k N M

    : M * M = } )C ( : C k M{ M )M (.

  • :

    e 3

    M = }{ N = } { O = } { M N O : : M * N N * O M * O N

    : )M * N ( , )N * O( : M * )N + O( : )M * N( + )M * O( : )O - N( * )M , N(

    Gd

    : M * N = }{ * } { = }) ( ) ({

    N * O = } { * } { = }) ( ) ( ) ( ) ( ) ( ) ({

    M * O = }{ * } { = }) ( ) ( ) ({ N = N * N = }) ({ * }) ({

    = }) ( ) ( ) ( ) ({

    : )M * N( , )N * O( = }) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ({ M * )N + O(= }{ * }{ = }) ({

    : )M * N( + )M * O( = }) ( ) ({ + }) () () ({ = }) ({ O - N = } { ` )O - N( * )M , N( =

    JQ M = } -{ N = } { O = } - {

    M * N N * O M K )M * O( K )N( K )O(

    Jo GdUp GdjQJ:

    e 4

    M = } { N } { : M * N : : . :

    M

    N

    O

    - 4

  • 1 - 1

    : 5

    Gd

    M * N = } { * } { = } ) ( ) ( ) ( ) ( ) ( ) ({ M * N :

    : ) M(

    ) N( :

    .

    : ) ( M N

    M * N

    e 5

    M = } { M * M .Gd

    M * M = } { * } {=} ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ({

    :

    ) ( ) ( ) (

    .

    : K )M( = : K )M * M( = * = M * M .

    M ) ( : M * M .

    : :

    * N * N K * K *

    M

    N

    ) (

    ) (

    ) ( ) (

    ) (

    ) (

    M * N

    (

    NM

    M * N

  • :

    MUo Gd GdjQJ dYp Z Gd hGds Gdf d.: * = }) ( : k k {

    .

    )( .

    * . : * .

    : C ) ( ) (

    ) ( ) (: N * N = }) (: k N k N{

    )(

    ) (

    N * N N * N

    JQ

    C .

    : K * K = }) ( : k K k K{ K

    (

    -

    ( )

    ( )- -

    ( )-

    : C )

    -

    C

    -

    -

    -

    -

    -

    --

    -

    C

    - 6

  • 1 - 1

    : 7

    : I * I = } ) ( : k I k I{

    )( ) (

    )( :

    e 6

    I * I :

    C ) ( ) -( )- -( E )- ( ) - ( ) (Gd

    C ) ( ) - (

    )- - (

    )- (

    ) - (

    ) ( .

    JQ M = ] - [ M * M

    M * MC ) ( ) - ( ) - ( )- (

    JQj )1-1( :

    )C + ( = ) - ( C = = ( = =

    ) +( = )

    I I

    < <

    < >

    > >

    > <

    ---

    -

    -

    --

    -

    -

    -

    -

    -

    -

    --

    E

    C

  • 8 :

    ) - ( = ) + ( + = K )M( = K )M( =

    M * N = } ) ( ) ( ) ( ) ( ) ( ) ({ M = N =

    : : K )M( = K )M * N( = K )N(

    ) ( k } { * } { = GC

    ) - ( =

    )- - ( k N :

    : M = } { N } { :

    M * N . K )M * N( K )N( )M * N( + N

    M * N = } ) ( ) ( ) ({ : M N N * M N

    : M = } { N = } { O = } { : M * )N + O( )M - N( * O )M - N( * )N - O(

    I * I : C ) ( ) -( )- ( )- ( )- -( ) ( ) (

    .

    -

  • :

    1 - 2

    e Gdbo e Y M GE Y N.

    e Gdbo e Y GE f.

    Yb.H Gdb.

    M= }C {

    N = } {. )C(

    )( )(

    )( )(

    .

    M N .

    : M N M

    N O

    .

    M N :

    })C ( )C ( ) ( ) ( ) ({. O

    O M * N

    e 1

    M = }- { N = } { O M N C O : = C + C k M k N

    O .

    {.

    C

    NM

    9

  • :

    Gd

    C = - ` = * )-( + = C = ` = * + = C = ` = * + =

    ` O = })- ( ) ( ) ({

    M N M N M N

    M N M N

    O M N O g M * NGdn bo e eY GEd f

    M M O

    O

    M O g M * M

    e 2

    M = }- - { O M C O : C . C k M O .

    Gd

    O = } )- ( )- ( ) ( ) -( ) -({

    -

    NM

    -

    -

    M

    - -M

    -

    M

    N

    -

    --

    -

    M

    M

    - 01

  • : 11

    1 - 2

    JQ M = } { N = } { O M N C O :

    )C ( C k M k N

    : O . : :

    O O O

    JQj )1-2( M = } { O M C O )C (

    C k M O .

    M = } { N = } { O M N C O )C ( C k M k N O .

    { O M N C O :

    M = } { N = } C C k M k N O

    .

    M = } { N = } { O M N C O C + = C k M k N O .

    M = }- { N = } { O M N C O C = C k M k N O . { M N

    M = }- - { N = } C O C = C k M k N O .

    M = } { N = } { O M N C O C C k M k N O

    : O M = } {

    O .

    M

  • :

    1 - 3

    e GdGd c Gds Qej Y

    GdGd.

    )(

    M N

    . : M

    N

    Jj M N :

    M .

    Gdo Gdet dGd: : X S ...

    M N : : M ! N : M N

    : M M

    ) (

    . .

    : :

    C )( = : )( =

    OGd

    GH ei

    NM

    )(

    NM

    )(

    NM

    )(

    - 21

  • 31 :

    1 - 3

    e 1

    M : M = } { )( = )( = )( = )( = .

    Gd

    = } ) ( ) ( ) ( ) ({

    JQ

    M = } {

    M M M

    : .Gd hGd GdH hGdi

    M N : : M ! N : M .

    N . M .

    : : M ! N M = } - { N = } { = } )- ( ) ( ) ({ :

    M = } - { N = } {

    M = } { : .

    .

    M

    )()()(

    M

    M

    M

    M

    M

    M

    M

    M

    )(

    M

    )(

    M

    )(

    M

    {

    -

    NM

  • 41 :

    e 2

    M = } { N = } : k > { C k M k N

    O M N C O : C =

    O . O M N . Gd

    N = } { O = }) ( ) ( ) ({O M N

    = } {

    JQj )1-3( M N .

    M = } { N = } { O M N C O C C k M k N O

    . O M = } {N = } { O M N C O : C + >

    C k M k N . O M = } { O M C O : C

    C k M . O M = } { O M C O : C + =

    C k M O . O

    N

    NM

    M

    N

    M

    O

    N

    M

    O

    N

    M

    O

    N

    M

    O

    -

  • :

    1 - 4

    e GdGd G h Gd.

    : I !I )( = : I!I )( = -

    X I!I X )( = - + :

    I ) ( .

    Jj : I ! I :

    )( = C + C + C + + CK K C C C ... CK k I

    K.K k CK

    : .

    JQ

    : +

    )( = +

    )( = + +

    - (

    )( = ) + )( = + +

    : I ! I : )( = - )( = - ) - (

    )( = ) - ( )( = ) - (

    OGdl cIl GhO. OGdl Nl .

    OGd JH. s H dGd.

    51

  • :

    e 1

    )( = - + : )-( )( ) (

    Gd

    a )( = - + ` )-( = )-( - )-( + = + + = )( = ) ( = ) ( - + = -

    JQ

    : )( = - )( = -

    GC : ) ( + ) ( )( = )( =

    GdGd GdJj

    : I ! I )( = C + C k I C .

    Gdo Gdf dGd Gds :

    e 2

    : I ! I )( = - Gd

    a )( = - ` )( = - = - )( = - = - )( = - =

    :

    -- = )(

    I * I

    - ----

    --

    -

    --

    - 61

  • : 71

    1 - 4:

    .

    : I ! I )( = C C ) (

    JQ :

    : )( = + : )( = : )( = - : : I ! I )( = k I

    .

    -

    = )(

    : )( = =

    .

    JQ

    )( = )( = - )( = )( = GdGdo Gds Ho

    : I ! I )( = C + + C C . .

    Gd Gdf dGd GdH.

    e 3

    )( = k I k ]- [Gd

    ) )(( k I ]- [ .

    )- ( = )- ( = )- ( = )( = )( = )( = )( =

    N

    -- M

  • :

    :

    ---

    = )(

    .

    .

    : =

    ) ( =

    e 4

    : )( = - k k ]- [

    Gd

    :

    : =

    ) ( = JQj )1 - 4(

    : : = - = +

    )C ( : I ! I )( = - C

    ( :

    : I ! I )-( )( ) )( = )( = - )( = -

    : )( = +

    )( = )( = -

    )( = - )( = - )( = - +

    ---

    ------ = )(

    ----

    MM

    N

    N

    --

    --

    -

    ------

    -- N MM

    N

    - 81

  • : 91

    e GfR

    .

    )( = - k ]- [ ) ( = ) - ( k] - [

    )( = + + k ] - [ ) ( = - k ] - [

    :

    : )arbeGoeG( :

    groarbegoegwww//ptth .

    :

    )( = + )( = - ) ( = - + ) ( = - -

    HddLGdH

    ) ( ) ( ) (.

    : .........

    : :

    = = + = + =

    :

    .

    e GEfR

    )(M

    N

    )(M

    N

    )(M

    N

    )(M

    N

    )(M

    N

  • 02 :

    GNQ GdMI

    M = } { N = } { O M N C O : C + > C k M k N O . O

    .

    : )( = - )( = -

    )( = - k ] - [ )( = - + k ]- [

    . )( )( :

    .

    : : )( = - C =

    : .

    C .

    C

    MM

    N

    N

    -

  • :

    2 - 1

    = =

    : + = ` + =

    .

    .

    )- ( . :

    .

    = - = -

    .

    k *

    ) ( .

    = ` = - = ` ) (

    = ` = - = ` ) (

    = ` = - ` ) - (

    GCh : M eO e GdQL GChd a ej Hfv :

    GCe

    - =

    c M eOd e GdQL GCh a

    ej.

    eOd e GdQL GCh . M Hf.

    M Li. Y Gdj.

    Y G.

    12

  • :

    Gd

    = -

    = ` = - ` ) -(

    = ` = ` ) ( ) -( ) (

    k - = .

    .

    : + =

    = -

    Gd

    = -

    = ` = - ` ) -(

    = ` = ` ) ( )(

    + = = -

    = ` = ` ) (

    = ` = ` ) ( )(

    C ) ( +

    ` }) ({

    JQ :

    + = + = = - - + =

    ---

    -

    -

    -

    -

    -

    M

    N

    N

    M

    ---

    M

    N

    N

    M

    C

    - 22

  • : 32

    2 - 1

    e 3

    :

    : + = )( + = )(: + = )( = - )(

    Gd

    : )( = - = ` = ) (

    = ` = - ) -( )(

    -

    )( = = ` = ) (

    = ` = - ) - ( )(

    = z ` . +

    a

    //

    )( )(

    //

    : = - = - = - = - `

    : )( = - + = )(

    )( )( }) ( : = - {.

    JQ :

    + = + = + = - =

    ---

    -

    -

    -

    ---

    -

    M

    N

    M

    N

  • :

    Kf : M eO GdQL GChd a ej Ljk :

    .

    e 4

    :

    - = )( + = )(Gd ) ( )( = -

    )( ` + ) - ( = : + - = ` = ` = )( ` = * - ` =

    ` = }) ({

    M GN ) ( ) (

    .

    - = )( + = )( ) ( * ` - = )( )( )( ` = ` =

    )( ` * - = ` = ` = }) ({

    JQ :

    + = + =

    - + = - =

    : + = + = - + =

    - = - = + =

    - 42

  • : 52

    2 - 1

    e 5

    C ) -( . + - = C + =

    Gd

    a ) -( ` ) -( C + - =

    ` C - - = : C - = )( ) -( C + =

    ` C - = )( )( )( :

    C = ` C = )(

    * - = ` =

    e 6

    ) (

    Gd

    = =

    ` + = )( +

    +

    - =

    ` ) + ( - ) + ( = ` + - - = ` - = ` - = )(

    )( )(

    ` = ` = ....)(` + = ` = `

  • 62 :

    JQj )2 -1(

    : : + = - =

    + = + =

    + = + =

    + = + C = C = + = + =

    : : : + = - = :

    : - = + = :

    } ) ({ }) ({ }) ({ }) ({

    + = + = =

    : :

    = + + = - = + =

    + = + - = - + = = +

    + = + = + = + =

    .

    . . .

    . .

    . .

    -

  • :

    2 - 2

    c M eOd e GdQL Gdf a

    hGM Hf hLj.

    M Hf. M Li.

    Y G.

    :)( = C + + C k C

    )( = C + + = .

    : - + =

    :

    ) - ( ) ( =

    ` - = =

    ` = =

    ` } {

    GChk: Gd Gdf + + = :

    C

    )( = C + + C

    .

    e 1

    )( = - + ]- [

    - + =

    )(

    72

  • :

    Gd ) (

    k ]- [ )-( = )( = )( =

    )( = - )( = )( = )( =

    :-

    - = )(

    .

    ) ( ) (

    - + =

    } {

    JQ )( = + + ]- [

    : + + =

    )( = - + - ] [ : - + =

    Kfk: Gd Gd HSG Gdf Gd:

    : - + = .

    : a - + + - = ` ) - ( - = ) - ( =

    - = = -

    = + = -

    ` = !

    ---

    MM

    N

    N

    ---

    - 82

  • : 92

    2 - 2 : C + + = C k C

    .

    - ! - C C C k C

    =

    GCe

    = - .Gd

    a = - ` - + = ` C = = - =

    !

    = !

    =

    ! - * * = *

    - ! - C ` = C

    - =

    + = =

    =

    ` : } {

    : = - + +

    .

    .

    Gd

    a C = - = =

    - )( ! )( - * )- ( *

    = * )- (- ! - C

    C ` =

    - ! -

    )- ( ! = -

    =

    - + = - )( -

    =

    = - -

    - C =

    ` .

  • 03 :

    JQj )2 -2( :

    - - = + - = - + =

    - + = ) - ( = ) - ( - =

    - =

    =

    +

    =

    +

    )( = :

    )( = - - ]- [

    )( = + ]- [

    )( = - + ] - [

    )( = ) - ( + ] [

    )( = - ) - ( ]- [

    )( = ) - ( - ) +( + ]- [

    )( = ) - ( - ) - ( - ] [

    )( = - - ] [ :

    - - =

    : =- + +

    .

    / +

    = O

    / . O

    .

    -

  • :

    2 - 3

    c M eOd ej GEMGg e

    GdQL GCh hGCNi e GdQL Gdf.

    : - = :

    + = =

    .

    : : + = - = - .

    GCe

    : + + = + - =

    Gd : = - ) + ( .

    ` + ]- ) + ([ - ]- ) + ([ = ` + + + + + - =

    ` + = ` ) + ( =

    -

    ` = + = =

    : = ` = - ) + ( = -

    +( = -

    - ` = - ) *

    =

    ({-

    ` : }) -( )

    .Gd

    eOd e GdQL GCh. eOd e GdQL Gdf.

    Y G.

    13

  • :

    a = ) + ( ` = ) + ( ..... ` + = = = - ............. )( a = * ` = )(

    )( )(: ` ) - ( = - =

    ` - + = ) - ( ) - ( = ` = = )(

    : = ` = - = : = ` = - = : .

    JQj )2-3( : - = = :

    GC }) ({ })- -({ L` }) ({ O })- -( ) ({ : - = + = :

    GC )- ( ) -( L` ) ( O ) ( :

    GC L` O : :

    - = + - = + = + + =

    - - = - = + = + + =

    = ) (

    +

    - = - + = + =

    . . .

    . . - =

    . .

    - 23

  • : 33

    e GfR

    : : + = + =

    ) ( :

    NQE

    EXE :

    nc = Y nb + X na )X()Y(

    )nc(

    )=( )X()Y(

    .

    : 0 = c + x b + 2xa

    )a( )b( )c( )=( EXE

    )X(

    HddLGdH

  • :

    :

    : - )(. .

    e GEfR

    )(

    )( )(

    - 43

  • 53 :

    GNQ GdMI

    GNQ GdMI :

    ) - ( = ) + - ( + = ..............

    )( = + - ..............

    )( = - C ) ( C = ..............

    :

    GC

    L`

    : GC + = - =

    - + =

    L` - = + - =

    )( = - - ]- [ :

    - - =

    C

    C

    : = - +

    -

  • :

    3 - 1

    : )( = - + : )( )( )(

    : )( = )( = )( =

    : .

    :

    )( =

    )(

    : )( )( = )( =

    GCe

    )( :

    )( = - )( = -

    )( = )( =

    )( = - )( = +

    )( = + +

    Gd

    )( = ` - = )( = -

    ( = }{. = ` = ` )

    c GEjOo Y GCUQ GdGd cI

    GhO.

    OGdl cI GhO. Yo GCUQp GdGd.

    - 63

  • : 73

    3 - 1)( = -

    )( = ` - =

    ( = }- {. = ` = ! ` )

    )( = a

    ( z)( = ` )

    `

    )( = a

    ( = ` ` )

    + =

    ( z ` = - ` = ! - ` )

    - = ` ) - ( = ` = =

    ( = } { = ` = ` )

    + + = + +

    - C C= = = - ! = C - ! -

    ` =

    ( = z ` )

    JQ :

    GC )( = - )( = - + L` )( = - - O )( = - g` )( = - + h )( = -

  • : 83

    JQj)3 -1( : :

    : )( = - : GC }{ }-{ L` }- { O

    : )( = ) - + ( : GC } { } -{ L` }- { O }{

    )( = }{ )( = - : GC L` O

    )( = }{ )( = - + C C : GC - - L` O

    )( = } -{ )( = + + C C : GC L` - O -

    : . GC )( = ) - ( ) - ( )( = - L` )( = - O )( = -

    g` )( = - h )( = -

    R )( = - )( = +

    )( = + i )( = + - + - )( = + -

    )( = ) - ( - )( = ) - ( ) + ( +

    S )( = + - - )( = - - +

    )( = - - }- { : )( = + C C .

    )( = C + + } {. C .

    -

  • :

    3 - 2

    C C k N : )( = + : )( = - .

    )(

    )( )( =

    e S f GBJ: + )( = -

    ) (. : - }- {

    )( :

    )( : - )( )( = )(

    .

    : = - .

    e GdGdo Gdjo Gj.

    OGd cI GhO. Gd Gi.

    e dj Lj.

    93

  • :

    JQ )( )( )-(:

    + - L` )( =

    + )( =

    GC )( =

    -

    + + h )( =

    - + g` )( =

    - O )( =

    - - }{ C . - C +

    : )( = Gdo Gdo djp Lj GCh GCc :

    ) ( .

    e :

    - )( =

    - )( =

    Gd

    . +

    =

    = - }- {

    = - }{

    `

    = ) - }{( + ) - }- {( = - }- { +

    :

    )( ) ()(

    hYek

    :

    (

    ) M

    = - M

    (

    ) M

    = - M

    ( , M

    = - )M

    :

    = - .

    = - .

    - 04

  • 14 :

    3 - 2

    JQ :

    )( = +

    )( =

    -

    - )( =

    - )( =

    - )( =

    )( +

    )( = -

    - -

    + - )( =

    - )( =

    -

    - + )( =

    JQj)3 -2( :

    -

    -

    -

    - - +

    +

    +

    - - -

    -

    + + +

    -

    -

    -

    -

    - +

    + -

    - +

    - - -

    + -

    - -

    +

    +

    -

    - -

    + -

    - -

    - +

  • :

    3 - 3

    GNG Gd Gdi

    + -

    : )( = :

    = ..........

    .......... ............

    = ..........

    e S f GC:

    .

    :

    .

    .

    .

    : :

    e Jhi cj Lj.

    c j e jhi cj Lj.

    GNG Gd Gi.

    Jhi cj Lj.

    - 24

  • : 34

    3 - 3

    e 1

    )( + -

    - + )( =

    Gd

    ) + ( ) - (

    ) + ( ) - ( ) + ( ) - ( =

    ) + - (

    ) - ( ) - ( =

    + -

    - + a )( =

    ` )( = - }- - {.

    ) + ( ) - (

    ) + ( ) - (` )( =

    Jhi cj Lj

    )( )( :

    - )( =

    +

    - )( =

    +

    + + )( =

    + )( =

    = . :

    = - }- {

    - =

    +

    ) + ( ) - ()( =

    = - }-{

    - =

    ) - ()( =

    :

    = - }-{

    + =

    ) + ()( =

    = - }-{

    + ) + ( =

    ) + ( )( =

    =

    :

  • :

    e S fo GC:

    ( =

    ) :

    )( k .)( =

    =

    GCe

    =

    + + :

    - )( =

    -

    )( =

    Gd

    -

    )( = `

    ) - ( =

    -

    )( = a

    = - } { + + (

    )

    )-( ) + + ( + + ( =

    )

    ) - ( + =

    +

    - )( =

    a

    -

    )( = `

    = - } {

    =

    )( k - } { `

    )( =

    =

    a

    - -

    - )( =

    -

    + - )( =

    )( )( =

    Gd

    +

    + ) + ( ) - ( =

    ) + ( ) - ( - =

    + - )( =

    a

    = - }- { +

    + ) - ( ) + ( =

    ) + ( ) - ( - =

    -

    - )( =

    a

    - 44

  • 54 :

    3 - 3 = - }- {

    +

    + )(

    )(

    :

    .

    )( )( =

    :

    - }- { .

    JQ

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

    )( =

    )( = + ............ - -

    )( =

    )( C = ............)( =

    - )( =

    + C

    - )( =

    - C = ............ +

    )( = - +

    - C )( =

    - )( =

    -

    + )( =

    - }- { = ............

    JQj)3 -3( :

    -

    - + L`

    +

    + + -

    - GC

    +

    - + h

    - +

    - - g`

    ) - ( ) + ( O

    + -

    -

    ) - ( -

    ) - ( + +

    + - R

  • : 64

    : =

    ) - ( ) + (

    ) + ()( =

    -

    )( =

    GC

    - -

    - )( =

    -

    + - )( =

    - )( =

    +

    ) - ( ) + ()( =

    L`

    + + +

    + )( =

    +

    - + )( =

    O

    : = +

    + )( =

    )( =

    GC

    +

    + + )( =

    + )( =

    ) - ( ) + (

    + )( =

    -

    + + )( =

    L`

    + )( =

    +

    + + + )( =

    O

    :

    -

    )( =

    +

    )( =

    GC

    )( =

    -

    - )( =

    + )( =

    -

    - )( =

    L`

    - )( =

    - )( =

    O

    +

    - )( =

    +

    )( =

    g`

    +

    - )( =

    + +

    - )( =

    h

    -

  • :

    GChk : L h W GdQ Gdj:

    C : -

    C

    +

    C

    C : -

    C

    +

    C

    e S j GELGAo Y L GCh W cj Lj ei GCh e Gd cBJ :

    :

    k

    )(

    )(

    )( = )(

    )(

    )( =

    ) (

    )( + )( )(

    )( = )(

    )( + )(

    )( = )( +

    :

    )(-

    )(

    )( + )(

    )( = )(

    - )(

    )(

    )( = )( -

    )( )(

    )( = )(

    )(

    )( =

    ) (

    )(

    )(

    )( + )(

    )( = )( +

    :

    )( * )( + )( * )( )(

    )( *

    =

    )(

    )(

    )( - )(

    )( = )( -

    )( * )( - )( * )( )(

    )( *

    =

    c GELGA Gd ) + , - , * , _ (

    Y GdQ Gj

    3 - 4

    eS L d G.

    eS VH d G.

    74

  • :

    GCe

    + -

    )( =

    + )( =

    )( = )( + )( .Gd

    )( )( +

    a )( =

    +

    ) - ( ) + ( +

    ) + ( =

    +

    - +

    + ` )( =

    = - }- {

    ) + ( ) - ( =

    - + +

    ) + ( ) - ( =

    - +

    + ` )( =

    : )( :

    +

    + - +

    -

    - + )( =

    Gd

    ) + (

    ) - ( ) + ( +

    -

    ) - ( ) - (a )( =

    = - }- {

    - +

    -

    ) - ( ) - (` )( =

    a = ) - () - ( ) - ( - + -

    ) - ( ) - ( =

    ) - (

    ) - ( ) - ( +

    -

    ) - ( ) - (` )( =

    - =

    ) - (

    ) - ( ) - ( =

    -

    ) - ( ) - ( =

    - 84

  • 94 :

    3 - 4 )( :

    )( )-(

    - +

    - )( =

    Gd

    ) (

    - + +

    - a )(=

    - ) - ( +

    - =

    ) - (

    -

    ) - ( =

    )( ) - (

    -

    ) + ( ) - ( =

    { = ) + ( ) - (

    -

    = - }

    +

    ) + ( ) - ( -

    ) + ( ) - (` )( =

    - -

    ) + ( ) - ( =

    - ) + (

    ) + ( ) - (` )( =

    ) + ( =

    -

    ) + ( ) - ( =

    =

    - * - =

    - * )- + ( )( e )-( =

    JQ

    )( :

    + +

    + + )( =

    + -

    )( =

    +

    - -

    - + )( =

    + +

    + )( =

    - +

    - )( =

    - -

    - )( =

    + -

    - )( =

    - +

    - )( =

    + -

    +

    + )( =

    - -

    +

    )( =

  • :

    Kfk : V hb GdQ Gdj

    )( -)( +

    + + -)( =

    + )( =

    = - }- { - = - }- - { )( * -)( =

    e S j GELGAo Ys V GCh b cj Lj Y Gds GBJ:

    :

    )( : )(

    )( = )(

    )(

    )( =

    )( * )( )(

    )( *

    )( = )(

    )( * )(

    )( = )( *

    ((( , )

    - ) )

    k

    )(

    )(

    )( * )(

    )( = )(

    )( )(

    )( = )(

    -

    - i)( , )( , )(_

    GCe + -

    + + + *

    - - )( =

    )( )( )-( .Gd

    ) + ( ) - (

    ) + ( ) + ( + *

    ) - ( ) + ()( =

    ) ( +

    = ) + ( ) + ( ) - (

    ) - ( ) + ( ) + ( ) + ( =

    { )( =

    = - }- - -

    )-( - e

    - 05

  • 15 :

    3 - 4 + -

    - -

    + )( =

    )( .Gd

    ) + ( ) - (

    ) + ( ) - (

    ) + ( ) - (

    ) + ( + - ( ` )( =

    )

    -

    -

    + a )( =

    - {

    = - } -

    ) + ( ) - (

    ) + ( ) - () + ( ) - ( *

    ) + (` )( =

    ) + ( ) - (

    ) + ( =

    ) + ( ) - ( ) + ( ) - (

    ) + ( ) + ( ) - ( =

    JQKd : GChL )S( a GCHp UQIm eOk G e a c e jCJ :

    +

    + + - *

    - - )( =

    - + + *

    )( =

    -

    + + -

    + - )( =

    +

    -

    + )( =

    JQj)3 -4( )( :

    - -

    - + +

    - +

    - + - )( =

    - + +

    -

    - + )( =

    -

    - -

    -

    - + - )( =

    + - - + +

    - )( =

    -

    -

    -

    - - + )( =

    - - +

    -

    - + )( =

    -

    + + - +

    - + )( =

    - - + *

    - )( =

    -

    - +

    - + -

    - )( = - +

    - -

    - )( =

  • :

    GNQ GdMI: :

    ......... ................

    +

    + )( =

    - C = ........... +

    - C -

    ........

    +

    - )( =

    +

    - )( =

    :)( :

    )(

    - -

    + + )( =

    + -

    + + )( =

    )( )(. +

    -

    -

    - : )( =

    =

    + +

    - )( =

    -

    )( =

    - } { )( = C + C

    )( = + :

    -

    + + - *

    - + - : )( =

    - + +

    -

    - : )( =

    -

    ) - ( ) + ( )( =

    : - )( : - )( =

    e GEfR

    - )( = +

    - )( = +

    )( : )(

    )( =

    )( )( )( )(

    - 25

  • :

  • 4 - 1

    e W GdSe

    RGhj ecj. RGhj .

    bS. bS ehQG.

    bS bS. hJ.

    S.

    : c C :

    C C . C

    C C c C

    C c C c C

    :

    GdGhjGdcj

    .

    c C C C c C .

    c C ) C ( C

    C " "

    .bSo GdS

    C

    C

    45 - :

  • C = C X )cC E( = c

    :

    X ) C E ( = X )c C E( = c X ) ( = X )c ( = c

    X ) E ( = X )c E ( = c )( X )C ( = X )c C ( = c

    = c = c

    C : .GdS GdhQG

    : X )C ( + X ) ( = X )C (

    X )C ( = X )C ( - X ) (

    JQ :

    C X )cC ( = c X )cC E( = c

    :

    X ) C E ( = c X )C ( = c X ) C E ( = X ) C( +

    = + = c

    X ) ( = X )C ( - X ) ( = c - = c )( X )E ( = - X ) ( = - = c

    C c

    E

    C

    cC c

    E

    XX )) (( == XX ))CC (( - XX)) (( == c - == c ))(( X )E ( = - X ) ( = - = c

    C

    E

    4 - 1

    55 :

  • :

    e )1(

    C X )c E( = c X )C ( X ) E ( = X ) C E (

    Gd

    X )C ( = ` X ) E ( = a X ) C E ( = X )C ( + X ) E ( + X ) E ( = c

    ` + + = = ` = c X )C ( = c

    ` X ) C E ( = X )C ( + X ) E ( = c + c = c

    JQ : C :

    = X )C ( = c X ) C E ( = X ) ( = c X ) C E ( = X ) E( = X ) C E ( = X ) C E ( =

    Wo GdSp :

    = *

    e )2(

    X )C ( = c

    C )r = (

    Gd

    * * * = .

    * . =

    =

    cC

    E

    C

    cc

    ) + (c

    E

    c

    C

    - 65

  • :

    JQ

    (

    )r =

    : : X )C ( = X ) ( = c

    * =

    * *

    C =

    E = * = ` C ) / ( E :

    X ) ( = X ) ( = c = * = = * = ` ) / (

    - C fF ge:

    ) ( f )1( .

    C

    E

    : X )C ( = X ) E ( : C = E

    C

    E

    : C = E : X )C ( = X ) E (

    c

    c

    C

    E

    ::::

    :: XX ))CC (( = XX)) EE ((: C = E

    :: CC == EE: X)C ( = X) E (

    4 - 1

    75

  • :

    ) ( f )2(

    C

    E

    : X )C ( = X ) E (

    : C = E

    C

    E

    : C = E

    : X )C ( = X ) E (

    JQ

    X )C ( = c X ) ( = c

    X )C E ( X ) E ( = .

    . .

    f )3( .

    C E C // E X )C ( = X ) E (

    f )4( .

    C E C // E X )C ( = X ) E (

    C

    E

    cc

    C

    E

    C

    E

    85

  • :

    JQ :

    E C :

    C // // E

    = Gd

    a C // ` X ) ( = X ) ( )(a E // C ` X ) ( = X ) ( )(

    )( )( ` X ) ( = X ) ( ` =

    e )3(

    : C E C = E

    C = ) - ( E = ) + (. C .

    Gd

    : C E C = E C = ) - ( E = ) + (

    : C . : a C = E ` X )C ( = X ) E(

    ` X )C ( - X ) ( = X ) E( - X ) (

    ` X )C ( = X ) E ( ` C = E a C = E ` - = +

    = ` =

    a C = - ` C = * - =

    C

    E

    C

    E

    ::::

    X )C ( X ) E ( C EaCC = E `` - = +

    = ` =

    aC = - `` C = * - =

    JQ

    4 - 1

    95

  • :

    e )4(

    : C E C

    = E : X )C ( = X ) C E (

    Gd

    : C = E

    : X )C ( = X ) C E (

    : a = E ` X ) ( = X ) E (

    a C

    ` X )C ( = - X ) ( X ) C E ( = - X ) E (

    : X )C ( = X ) C E (

    JQj)4 -1( :

    C E : GC X )C ( = X )C ( =

    L` X ) C E ( = O X ) C ( =

    : E E :

    GC

    Cc

    E

    X ) E ( = X ) C E ( =

    C

    cE

    X ) C E ( =

    E

    C

    C

    c c

    E

    - 06

  • :

    : C C + E = }{ .

    X )c C ( = c X )C ( = c

    X ) E (

    : C E

    C C

    C + = }{ . : GC X )C (

    X )c C (.

    : C E

    = E : C = .

    : C E

    X )C ( = c C = C .

    :

    GC X )c C ( X ) E ( L` E

    : C

    .

    GC : C = = C . C .

    C

    E

    o

    C

    E

    C

    E

    C

    E

    c

    C

    ::::

    C

    .

    GGCC : CC = = CC . CC ..

    CCCCCC

    :

    4 - 1

    16

  • 4 - 2

    c GS Gdb H bS GdGhj G

    hGcj Gc GdS.

    : C

    c

    c C

    c C c . c C

    X )c C ( X )c ( .

    : :

    GdGhj Gd

    .

    cC C .

    .

    c C C ) (

    C

    C

    C

    RGhj ecj. RGhj

    26 - :

  • f a Gdp GdHp :C E . :

    . X )c C E( = c X )c E( X )c C E( = c X )c E(

    X )c C ( X )c ( .

    .

    : cC cC .

    X )cC ( .

    : X )cC ( =

    : .

    .

    C

    .

    C

    .

    C

    Gdd GChd: GEPG cf J GEd GCM V GdGhj Gd . a cC C

    ` X )cC ( = X )cC( + X )c( a C = ) ( ` X )cC( = X )c(

    : X )cC ( = X )c( X )cC ( ) (

    ` X )cC ( =

    C

    E

    cc

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    49 - :

  • e GdGhj GS. c GS Yb

    GdGhj GS HdGhj G Gc e

    a GdS. Yb GdGhj GS

    HdGhj Gcj Gc e a GdS .

    c M GF Y GdGhj GS.

    4 - 7

    : cC C C E .

    C

    cC

    cC

    ( X )C ( X )C

    E

    E cC E :

    X ) C (

    X )cC E( =

    GdGhjo GdSo

    . :

    .

    X )C (

    : X )cC ( =

    E

    C

    C

    RGhj S. RGhj . RGhj ecj.

    59 :

  • :

    JQ X )cC ( .

    c

    C

    C

    C E

    .

    : cC cE .

    : : X )cC ( = X )cE( : a cC

    X )C (

    ` X )cC ( =

    a cE X )C (

    ` X )cE( =

    : X )cC ( = X )cE(

    f .

    : C

    ` X )cC ( = X )cE( )(

    X )cC ( )(

    a X )cE( =

    X )cC (

    ` X )cC ( =

    EC

    E

    C

    - 69

  • :

    JQ .

    c

    c

    c

    E

    Cc

    c

    c

    E

    C c

    c

    c

    E

    C

    :

    .

    : cC cC .

    JQ :

    c

    E

    C

    X )cC E ( = c

    c

    E

    C

    X )c C ( = c

    c

    E

    C

    X )c C E( =c

    e )1(

    C E

    k C k // E .

    : C .: a E C . ` X )cE C( = X )c(

    a // E C ` X )cE C( = X )c ( ` X )c ( = X )c(

    a c C ` C ) (

    EC

    E

    C

    c

    ::::

    a // E CC `X )cE C( = X )c ( `X)c ( = X )c(

    ac CC ` CC ))) (

    JQ

    79

    4 - 7

  • :

    e )2(

    )(

    ) (

    .

    :

    : .

    E

    C

    a cE b C

    ` X )cC( =

    X )c E( - X )c C(

    X ) (

    X ) E ( -

    =

    ]X ) E ( - X ) ([

    =

    : .

    E

    C

    a cE b C

    ` X )cC( =

    X )c E( - X )c C(

    X ) (

    X ) ( -

    =

    ]X ) ( - X ) ([

    =

    JQ : :

    ]X ) E ( - X ) ([

    GC a X )cC( = ] - [ ` = c

    ` + =

    L`

    c

    ) + (cc

    E

    C

    cc

    cc

    c

    c

    C

    E

    c

    c

    E

    C

    - 89

  • :

    e )3(

    )(

    C C E

    : )C ( = C * C E : C C E

    : : )C ( = C * C E : E

    : C C E :

    X )cC ( = X )cE( )(

    cC )(

    ` X )cC ( = X )cC E(

    ` C C E

    C : )C ( = C * C E ) ( = C

    C : C E

    JQ :

    a )C ( = C * C E ` )( = ) + ( = +

    CE

    E

    C

    E

    C

    E

    C

    E

    C

    ::::

    CCE

    E

    E

    Ee )e ) 33((((

    99

    4 - 7

  • :

    : :

    .

    C E C :

    X )cE C ( = X )c( : C E .

    JQ C E b C .

    c

    c

    E

    C

    cc

    c c

    E

    C

    c

    E

    C

    e )4(C C E C k C k C

    // : C E C .Gd

    : C E //

    : C E C .: a C E C ` X )cE C ( = X )c( a // C ` X )cC ( = X )c(

    : X )cE C ( = X )cC ( : X )cE C ( = X )cC (

    ` C E C .

    E

    C

    E

    C

    - 001

  • :

    JQj)4 - 7( .

    GC

    cc

    c

    E

    C

    c

    c

    cc

    C

    L`

    cc

    c

    E

    CO

    c

    C E

    g`

    c

    c

    c

    C E

    h

    c

    cc

    C

    C E C C X )cC ( = c X )cC E ( = c

    : C = C : C C C E

    // E .

    : C c C E : b C C E C = .

    E C . C C E

    C E E + C = }{ .

    : C . : C E .

    ::::

    C C E CC E E ++ CC = }{ .

    : C . : CC EE .

    JQj)4 - 7(

    101

    4 - 7

  • :

    JQj Ye C X )c C ( = c E k

    X )cC ( X )c E (

    C C E . GC X )c E( : C E //

    : .

    : X )c( > X )c E( C E :

    GC

    E

    C

    c

    c

    c

    E

    CCL`

    E

    c

    C E C E : E = E

    C C E E

    X )c( = c

    GC X )c( E // : :

    GC E // C

    C E

    E

    C

    E

    C

    c

    E

    C

    E

    C

    - 201

  • :

    et GEfRp

    : .

    C :

    GC C .

    : C : : .

    : + = }{

    :

    .

    - .

    ) .

    . (.

    .

    E

    C

    :::: 301

    e GfR

  • :

    GNQ GdMI : :

    GC

    : :

    C

    // C

    (

    : ) =

    X ) (= GC c c L` c O c )C ( = GC L` O = GC L` O

    : E // C

    X )c C ( = c

    : C . C : C = C E k E E + = }{

    C + = }{. : = E

    : C C .

    X )cC( = c X )c ( = c : : c C

    : =

    C

    C

    E

    c

    E

    C

    C

    E

    c

    c

    - 401

  • :

    :

  • :

    5 - 1

    GELGA Gd Y GCMG )GdW -

    GO(.

    .

    :

    1 )( = } {2

    =

    3 =

    4 . .

    =

    )C( )(

    C : C g : )C( = : )C( C )(

    )C( C : :

    JQ .

    :

    GC . . L` .

    JW GO

    MK ea T ".

    :

    {

    - 601

  • 701 :

    5 - 1

    :

    GC . . L` .

    : )(

    )(

    :

    GChk : GdW C )( C

    C + C .

    : .

    e

    .

    .

    GC C . : .

    L` : :

    GC C . C . L` .

    Gd

    = } { )( = GC C = } { = } { L` = } {

    C

    C +

  • :

    : GC C C + :

    C + = }{ ` )C + ( =

    ` C = )C + (

    = )C + (

    )( =

    C C + : C + = } { ` )C + ( =

    =

    = )C + (

    )( ` C = )C + ( =

    L` + : + = z ) ( ) + ( =

    =

    = ) + (

    )( ` = ) + ( =

    : .

    GCMGo Gdao : C C + = z

    .

    C

    JQ .

    . :

    GC C = . = . L` = .

    : GC C . C .

    Kfk: GuJO C )( C ,

    C .

    C

    - 801

  • 901 :

    5 - 1

    e .

    .

    : GC .

    L`

    :

    GC C C L` )C( + )( - )C + ( )C , (

    Gd

    = } { )( =

    C = } { )C( = = } { )( = = }{ )( =

    : GC C C ,

    : C , = } { )C , ( =

    =

    = )C , (

    )( ` C = )C , ( =

    C C , . C , = } { )C , ( =

    = )C , (

    )( ` C = )C , ( =

    = )(

    )( )( =

    =

    )C( )(

    L` )C( =

    )C + ( = )(

    C + = }{ ` )C + ( =

    )(

    =

    -

    +

    )C( + )( - )C + ( =

    )(

    )C , ( =

    )( )( )C( + )( - )C + ( = )C , (

    C

  • :

    eM: C : )C + ( = z

    =

    z =

    )C + ( =

    C

    C . )C , ( = )C( + )( - )C + ( )C + ( =

    -

    +

    ` )C , ( =

    =

    C )C , ( = )C( + )(

    JQ C :

    GC )C( = )C( = L` )C( =

    )( =

    )( = )( =

    )C + ( = )C + ( = )C + ( = )C , ( =

    )C , ( = )C , ( =

    : GC )C + ( )C , (

    )C + ( )C , ( L` ) + ( ) , (

    JQj)5 - 1( C :

    )C , (

    )C + ( =

    )( =

    )C( = )C + (

    )C, ( =

    )( =

    )C( =

    )C , ( :

    )( =

    )C( = C .

    GC )C + ( =

    C

    - 011

  • 111 :

    5 - 1

    : C )C + (

    GC z L` O

    C g )C , ( : GC )C( L` )( O )C + (

    : GC L` O

    : O

    L`

    GC

    . . :

    GC L`

    . :

    GC

    C )( = )C , ( = )C( :

    GC C . g C

    :

    GC

    L` O

  • :

    e G G e Gd H MK

    M e a H MK

    5 - 2

    : C g

    C = C :

    C , C = C + C = = } { C = } { : C = }{

    : : .

    C : C = } {C : C = } { C

    : C C C

    : Cg C C C,C = C + C = z

    .

    JQ C g C

    C = } { .

    )C( + )C ( )C ( )C( C C} {

    } {

    }{

    } {

    C

    C

    - 211

  • 311 :

    5 - 2 : )C( + )C ( = : )C ( = - )C( )C( = - )C (

    : )C( + )C ( = )( =

    e

    . :

    GC . . L` . O .

    Gd

    C C + .

    )( = )C( = )( = )C + ( =

    =

    = )C(

    )( GC C )C( =

    C C

    =

    = +

    = C

    )( ` )C ( =

    =

    : )C ( = - )C( = -

    =

    = )(

    )( L` : : )( =

    O C +

    =

    = )C + (

    )( ` )C + ( =

    a .

    : C

    C - C

    C

    CC -

  • :

    JQj Ye Y GdMI .

    :

    GC L` . O

    C C

    C . C )C( = )C , ( =

    )( = . :

    GC C . )C + ( =

    . :

    GC C C

    .

    C C

    : )( =

    )C , ( =

    GC C. C .

    C C - C C .

    : )C - ( , )C + ( = C

    JQ : . .

    .

    - 411

  • 511 :

    e GEfR

    . :

    GC . . L` .

    O .

    e GEfR

    :

    C

    . :

    GC )C( )( :

    GC )C + ( )C , ( L` )C - ( O )C , (

    .

    .

  • :

    : C

    )C( = )C ( )C( = )( =

    )C , ( =

    C )C( =

    C )C( = )C - ( = )C + ( =

    . .

    :

    GC L`

    :

    GC

    L` O

    C )C( = )( = )C + ( = :

    GC C . .

    L` .

    GNQ GdMI

    - 611

  • 711 :

    GNQG

    GdQb GChd: :

    : GC C ) C { ( ..........

    )C ( : )( = ..........

    L` : = = + = .......

    GC M = } { N = } { M N C C k M k N . . .

    C =

    )( = - + k k ] [ :

    : . : .

    : )( =

    GC : : = + = .

    : = ) - ( . : = + = .

    GC : -

    - - -

    - )( =

    - +

    + )( =

    .

    :

    : . : .

  • :

    GdQb Gdf

    : C C X )c ( = c X )c C(

    C C E

    E : C E //

    C C E E C C E = C

    C E C E // C + E = }{ = : C E .

    GdQb GChd: :

    C 2 C )C , ( : )C( )( )C - ( ) C(

    )( = + - + :

    = = : ) ( ) ( ) ( ) -(

    : M = } { M C C + H C k M . .

    + +

    + - -

    -

    - + )( =

    )( : )( )(

    C

    E

    - 811

  • 1 - 1

    911 :

    c .

    .

    . . : . : .

    : .

    GdQb Gdf

    C E E E E

    + E = }{ C .

    : C X )c C E( = c X )c C E(

    C C C E C E . :

    E .

    C E E.

    )c C ( =

    C

    E

  • :

    )(

    )( C = - = )( C - = ` C = + = - ` = -)( - C = ` C = - - = - ` =

    ) ( C - = - ` C = - = ` = = )(

    )( M * N = }) ( ) ( )- ( )- ({)( )M * ( = ) ( )N( =

    )( )( =

    ) (

    : )( C + = ` C = - = ` =

    )( = + =

    = + =

    = =

    )( )M( = : )( C )( )( )(

    )(

    )( = }) ( ) ( ) ( ) ({

    )( = }) ( ) ( ) ( ) ({

    )( }) ( ) ({

    )(

    )( = }) ( ) ( ) ( ) ( ) ( ) ( )

    ( ) ({ .

    )( = }) ( ) ({

    )(

    )( )(

    )(

    )( ) ( )(

    )( ) ( )(

    - )( - = - - = -)( )( = )(

    S )( = - = )( + S )( = - + = - )(

    : )( - )( - )(

    : )(

    ) ( )-( = )( )-( = ) ( )-( =

    )( = )( = )( = -

    ( =

    ( = )

    ( = )

    )

    )( ) ( ) ( )( ) (

    )(

    )( ) ( =

    )( C =

    )(

    )( .

    )( .

    )(

    : )( )( )- ( )( z )( . )(

    :)( )( )(

    :)( )( } ) ( { )( } ) -({

    )( }) ( { )( } )- ({

    )( } ) - ( { )( } ) ( {

    )( + = - = ` = = c = c

    )(

    )( )( - )( -

    )( )(

    )( - )(

    )( )( -

    )(

    )( )( - )( -

    )( - )(

    )( - )( -

    )(

    )(

    : )( )( )(

    : )( )( } )- ( ) ( {

    )( } ) - ( ) ( {

    )( )(

    )(

    )( )( )( )( !

    )( )( = } ) ( {

    )( } { )( } ) ( ) - ( {

    )( )( = )( } - {

    )( }) ( ) ({

    )(

    : )( )( )( )( )( )(

    )( )( )( )(

    :

    )( )( ) -( ) -( = = =

    )( = } {

    )( - = )-( = = =

    )( = } {

    )( - = = = -

    )( = }- {

    )(

    )-( =

    )( =

    )( )( )( =

    )( - }{ )( )( = )-( =

    )(

    )( = - } - {

    )( = - } -{

    )( = - } -{

    )(

    = = - }{

    = - } - {

    )(

    = - } - {

    = - }{ = - } - {

    = - }{

    )(

    = - } - {

    = - } - { =

    = - } {

    )(

    = - } - {

    = - } {)(

    = - }- { = - } - {

    = - } - - {

    )(

    )( - )( - } - - {

    )( C = )( C = )( = )(

    = - }-{

    + +

    + )( )( =

    = ) + (

    + =

    +

    + =

    = - } - { +

    )+ ( +

    + )( )( =

    ) + (

    ) + ( =

    + +

    ) + ( =

    )(

    : )( C = - : )( = - } - - {

    : = =

    )(

    )( = c )( X ) C ( = c

    )( X ) C ( = c )( X ) ( = c)( X ) C ( = c )( X ) ( = c

    )( X ) C ( = c )( X ) C ( = c )(

    )( C = = C C = C =

    )(

    )( )( c )( c )( c )( c

    )( )( X ) C ( = c )( X ) C ( = c

    )(

    )( )( X )c C ( = c )( X )c ( = c )( X )c C ( = c )( X )c C ( = c

    )( X )c C ( = c )( X )c C ( = c

    )(

    )( X )c( = c X )c( = c )( X )c( = c X )c ( = c )( X )c ( = c X )cC ( = c

    )(

    )( = )( = )( =

    )(

    )( )( = c )( = c )( = c = c = c = c = c = c = c )( )( = )( = )( =

    )( )( = )( = )( =

    )(

    )( = )( = )( =

    = = =

    )(

    )( = X )c C( = = X )cC ( = - = c

    )(

    )( = )( = )( =

    = = =

    = = =

    )(

    )( = )( = )( =

    = = =

    )(

    )( : )( )( .

    : )( )( C )(

    )(

    )( = } {

    )( C = } { = } {

    = }{

    )(

    )( ) ( )C , (= ) C ( + )( - )C + (

    = + -

    = - =

    )(

    : )( )( )( )(

    )( ) ( )(

    )(

    =

    )( ) ( =

    )( ) ( =

    )(

    =

    )( ) ( ) C ( =

    =

    )( )( =

    )( )( =

    ) ( )( =

    )(

    )(

    )( ) C ( = - ) C ( ) C ( = - ) C (

    ) C ( = ` ) C ( =

    : )( ) ( ) C+ ( = - ) C+ ( =

    )( =

    - 021

  • 221

    -

  • 123

  • 421

    -

  • 125

  • 621

    -

  • 127

  • 821

    -

  • 129

  • 031

    -

  • 131

  • 231

    -

  • 133

  • 431

    -

  • 135

  • 631

    -

  • 137

  • 831

    -

  • 139

  • 041

    -

  • 141

    //

  • 241

    //

    -

  • 143

  • 441

    -

  • 145

  • 641