poli eco 0802

49
1 2多数決原理 単純多数決原理を中心として 直接民主制

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Poli Eco 0802

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  • 12

  • 2 N={1,2,,n}:

    2n

  • 3 xPiyxRiyyRix not xIiyxRiyyRix R=f(R)

    R=(R1,R2,,Rn) R

    2.1RMD=fMD(R)xRMDyN(xPy)N(yPx)N(xPy)xPiyN(xRy), N(xIy)

  • 4 156xPy5yPx4xIyxPMDy

    155xPy6yPx4xIyyPMDx

    156xPy6yPx3xIyxIMDy

    xRMDyN(xPy)N(yPx)

  • 5 U()

    A() RRR=R

    N() xRiyzRiwyRixwRizixRyzRwyRxwRz

  • 6 PR() RRiNxPiyxPiyxIiyxRiykNxIkyxPkyyPkxxRky

    (xRyPy)

    2.1

    U,A,N,PR

  • 7

    Nx=z,y=wxy

    AN(xPy),N(yPx),N(xIy) NN(xPy)=N(yPx)xIy PRN(xPy)>N(yPx)xPy

  • 8 CR() R =(R1,R2,,Rn)R=f(R)

    2.2 U,A,N,PR,CR.

  • 9

    3

    2

    1

    x y z

    ??

  • 10

    3

    2

    1

    x y z

    ??

  • 11

    3

    2

    1

    ??

    x y z

  • 12

  • 13

    n

    ???? ??????

  • 14

    2

  • 15

    12 -nnf

    k

    )!(!!

    fnfnC fn -=

    -= -1

    1 )!(!!k

    f fnfn

  • 16

    f f < k

    12)!()!1(

    )!1(1

    11 -

    ---

    =-

    =n

    k

    f fnfn

    P

    )!()!1()!1(

    )!11()!1()!1(

    11

    fnfn

    fnfnC fn

    ---=

    +----=--

  • 17

    f f k

    )!1(!)!1(

    1 ---=- fnf

    nC fn

    12)!1(!

    )!1(1

    2 ---

    -=

    -=

    n

    n

    kf fnfn

    P

  • 18

    ????

    .5

    .4

    .3

    .2

    .1

    .01 2 3 4 5 6 7 8 9 10 11 12

  • 19

    ????

    .5

    .4

    .3

    .2

    .1

    .01 2 3 4 5 6 7 8 9 10 11 12

  • 20

    cf.

  • 21

    x yz

    w

    x y z w

    x y z w

    v

  • 22

    a, b, c ?????x, y, z ????????????(????)?

    Ra; x y zRb; y z xRc; z x y

    x yz

    yz

    y z

    x

    x

  • 23

    a, b, c 3????x, y, z, w 4??????3????(????)?

    Ra; x y z wRb; z w x yRc; w x y z

    ???????? y ?????? x ????????

  • 24

    x yz

    w

    w

    yw

    z

    x

    z

    x zy

    w

    w

    zw

    y

    x

    w

  • 25

    x wy

    z

    z

    wz

    y

    x

    y

    y zw

    x

    w

    zx

    w

    y

    w

  • 26

    y wx

    z

    z

    wz

    x

    y

    x

    z wx

    y

    x

    wy

    x

    z

    x

  • 27

    y z x w

    1 z

    x y z w

    x

    x z y w

    w

  • 28

    SXxSyXSxPy S

    yXS yX & yS

  • 29

    x ? y ? z w t u ? v S1?{x,y,z},S2?{x,y,z,w},S3?{x,y,z,w,t} S1, S2, S3???????????? ????????? S1?? S1?????????????

  • 30

    x

    y

    z w

    u

    x y

    z

    w

    u

    xy xPy

    top cycle

  • 31

    97 31

    2511 21

  • 32

    1414 450 489 319 318 173 83 413 329 104 270 146 114 31 28

    1860

    10001864 1382 846 589

  • 33

    1860 1000

    * 3,6582,265* 2,516

    1,0231,5911,713

    * 2,416* 3,0902,139

    2,165* 2,968* 2,542

    *

  • 34

  • 35

    Ii

    xRiy |x-Ii| |y-Ii|

    u

    x1

    x2

  • 36

    2(1)

    1

    ???

    I *

    12

    1

    I *1

    I*

  • 37

    2(2) 3x y zy z xz x y

    ???

    xI1*

    y

    zI2*

    I3*

    1

  • 38

    I2

    I1

    =

  • 39

    a

    b

    cI3

    I2

    I1

    3

  • 40

    3 3

  • 41

    a bI3

    I2

    I1

    3

    I2ab

  • 42

    (1) (2-1) 1e

    (2-2) e

    (3) e2

  • 43

    2

    ab

    1 b 23 a 4

    a bI3

    I2

    I1

    I4

  • 44

    ee

    e

    e x ee

    ae

    2

    1+n

  • 45

    I6 I4

    I2I3

    I1I1

    I5

    I7=e

  • 46

    3aPib aPb bPa

  • 47

    aI1a aI3a P1a P3a P1aP3a Pa () I1 I2 P1 P2 P1P3 P I2 I3 bP2 bP3 bP2 bP3 bPa aPb Pa P bP bPa

  • 48

    a

    b

    I3

    I2

    I1

    a

  • 49

    l2

    I2

    I3

    I1

    l1l3

    a

    a

    b