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📁 分形理论及算法
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href=3D"http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/503.ht=
m">5.3</A></FONT></TD>
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href=3D"http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/504.ht=
m">5.4</A></FONT></TD>
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href=3D"http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/505.ht=
m">5.5</A></TD></TR></TBODY></TABLE></FONT></CENTER>
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<H2>5.3=B9=A9=CA=B5=D1=E9=B5=C4=C1=D6=CA=CF=CF=B5=CD=B3=CA=FD=BE=DD=B1=ED=
</H2>
<P>=D3=D0=C1=CB=C9=CF=C3=E6=C1=BD=BD=DA=B5=C4=BB=F9=B1=BE=D6=AA=CA=B6=A3=AC=
=B6=C1=D5=DF=BF=C9=D2=D4=D7=D4=BC=BA=C9=E8=BC=C6=B8=F7=D6=D6=C0=E0=D0=CD=B5=
=C4L=CF=B5=CD=B3=A3=AC=B4=D3=B6=F8=B5=C3=B5=BD=D2=BB=C5=FA=D0=C2=B5=C4=C3=
=C0=C3=EE=CD=BC =
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=A1=A3</P>
<P>=CF=C2=C3=E6=B8=F8=B3=F6=D7=F7=D5=DF=CA=D5=BC=AF=B5=BD=B5=C4=D3=D0=B9=D8=
L=CF=B5=CD=B3=B5=C4=D2=BB=D0=A9=BA=DC=D3=D0=D3=C3=B5=C4=CA=FD=BE=DD=A3=AC=
=B0=FC=C0=A8=BD=C7=B6=C8=D4=F6=C1=BF(=D2=D4<I>n</I>=B5=C4=D0=CE=CA=BD=B8=F8=
=20
=B3=F6=A3=AC=C6=E4=D6=D0<I>n</I>=CA=C7=D6=B8360/<I>n</I>=D6=D0=B5=C4<I>n<=
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=B1=EA=D6=BE=A3=AC=BA=F3=C3=E6=B5=C4=C0=FD=D7=D3=BE=F9=CA=A1=C2=D4)=B5=C8=
=A1=A3=D3=D0=B9=D8=D3=C3L =
=CF=B5=CD=B3=B7=BD=B7=A8=C9=FA=B3=C9=C6=BD=C3=E6=C6=CC=C6=F6=CD=BC=D0=CE=B5=
=C4=CE=CA=CC=E2=A3=AC=B2=CE=BC=FB<A=20
href=3D"http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/705.ht=
m">7.5=BD=DA</A>=A1=A3</P><A=20
name=3Dgraph505>
<CENTER>
<P><IMG=20
src=3D"file:///E:/Science/=CE=C4=D5=C2/=B7=D6=D0=CE=D7=A8=CC=E2/=B7=D6=D0=
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<P><FONT color=3D#ff0000>=CD=BC5.5 =
=D3=C3L=CF=B5=CD=B3=B7=BD=B7=A8=C4=A3=C4=E2=D6=B2=CE=EF=D0=CE=CC=AC(=CB=B5=
=C3=F7=BC=FB <A=20
href=3D"http://www.phil.pku.edu.cn/personal/huajie/fractalart/html/502.ht=
m#ttag01">5.2=BD=DA</A>)</FONT></P>
<P>=B1=ED5.2=B8=F7=D6=D6L=CF=B5=CD=B3=CA=FD=BE=DD=D2=BB=C0=C0=B1=ED<BR>(=BD=
=C7=B6=C8=D4=F6=C1=BF=D6=B8360/<I>n</I>=D6=D0=B5=C4<I>n</I>=A3=AC=C3=BF=B8=
=F6=B5=C8=CA=BD=B1=ED=CA=BE=D2=BB=B8=F6=B9=E6=D4=F2)</P>
<P>
<TABLE border=3D1>
  <TBODY>
  <TR>
    <TD>=B3=CC=D0=F2=C3=FB</TD>
    <TD>=BD=C7=B6=C8=D4=F6=C1=BF</TD>
    <TD>=B9=AB=C0=ED<I>=A6=D8</I></TD>
    <TD>=C9=FA=B3=C9=B9=E6=D4=F2<I>P</I>=3D(<I>p =
</I>_1,=A1=AD=A3=AC<I>p_n</I>) </TD></TR>
  <TR>
    <TD>Koch1</TD>
    <TD>6</TD>
    <TD>F--F--F</TD>
    <TD>F=3DF+F--F+F</TD></TR>
  <TR>
    <TD>Koch2 </TD>
    <TD>12</TD>
    <TD>F---F---F---F</TD>
    <TD>F=3D-F+++F---F+</TD></TR>
  <TR>
    <TD>Koch3</TD>
    <TD>4</TD>
    <TD>F-F-F-F</TD>
    <TD>F=3DF-F+F+FF-F-F+F</TD></TR>
  <TR>
    <TD>Koch4</TD>
    <TD>12</TD>
    <TD>F++++F++++F</TD>
    <TD>F=3D+F--F++F-</TD></TR>
  <TR>
    <TD>Koch5</TD>
    <TD>4</TD>
    <TD>F+F+F+F</TD>
    <TD>F=3DF+F-F-FFF+F+F-F</TD></TR>
  <TR>
    <TD>Koch6</TD>
    <TD>4</TD>
    <TD>F+F+F+F</TD>
    <TD>F=3DF-FF+FF+F+F-F-FF+F+F-F-FF-FF+F</TD></TR>
  <TR>
    <TD>Dragon</TD>
    <TD>8</TD>
    <TD>FX</TD>
    =
<TD><I>p</I>_1:F=3D<BR><I>p</I>_2=A3=BAY=3D+FX--FY+<BR><I>p</I>_3:X=3D-FX=
++FY-=20
      =
<BR>=D7=A2=A3=BA=BA=F3=C3=E6=B2=BB=D4=D9=D0=B4<I>p</I>_1=A3=AC<I>p</I>_2=B5=
=C8=B1=EA=D6=BE</TD></TR>
  <TR>
    <TD>Peano1</TD>
    <TD>4</TD>
    <TD>F-F-F-F</TD>
    <TD>F=3DF-F+F+F+F-F-F-F+F</TD></TR>
  <TR>
    <TD>Cesaro</TD>
    <TD>34</TD>
    <TD>FX</TD>
    <TD>F=3DX=3D----F!X!++++++++F!X!----</TD></TR>
  <TR>
    <TD>DoCesaro</TD>
    <TD>4</TD>
    <TD>D=A3=DC90D=A3=DC90D=A3=DC90D=A3=DC90</TD>
    <TD>D=3D=A3=DC42!D!/84!D!=A3=DC42 </TD></TR>
  <TR>
    <TD>FSnake</TD>
    <TD>6</TD>
    <TD>FL</TD>
    <TD>L=3DFL-FR--FR+FL++FLFL+FR-",R=3D+FL-FRFR--F =
R-FL++FL+FR",F=3D</TD></TR>
  <TR>
    <TD>CantDt</TD>
    <TD>6</TD>
    <TD>F</TD>
    <TD>F=3DFGFG=3DGGG</TD></TR>
  <TR>
    <TD>SnowFk2</TD>
    <TD>12</TD>
    <TD>F</TD>
    <TD>F=3D++!F!F--F--F@IQ3|+F!F--F=3DF--F!+++@Q3 =
F@QI3|+F!F@Q3|+F!F</TD></TR>
  <TR>
    <TD>SnowFClr</TD>
    <TD>12</TD>
    <TD>F</TD>
    <TD>F=3D--!F=A3=BC1!F=A3=BC1++F=A3=BC1++F=A3=BC1@IQ3|-F=A3=BC1!F =
=A3=BC1++=20
      =
F=3DF=A3=BC1++F=A3=BC1!---@Q3F=A3=BC1@QI3|-F=A3=BC1!F=A3=BC1@Q3|-F=A3=BC1=
!F=A3=BC1<BR>F=3D</TD></TR>
  <TR>
    <TD>Island1</TD>
    <TD>4</TD>
    <TD>F+F+F+F</TD>
    <TD>F=3DFFFF-F+F+F-F=A3=DB-GFF+F+FF+F=A3=DDFFG =3D@8G@I8</TD></TR>
  <TR>
    <TD>Island2</TD>
    <TD>4</TD>
    <TD>F+F+F+F</TD>
    <TD>F=3DF+gF-FF-F-FF+g+FF-gF+FF+F+FF-g-F FF<BR>g=3D@6G@I6</TD></TR>
  <TR>
    <TD>Quartet</TD>
    <TD>4</TD>
    <TD>Fb</TD>
    =
<TD>A=3DFBFA+HFA+FB-FA<BR>B=3DFB+FA-FB-JFBFA<BR>F=3DH=3D-J=3D+</TD></TR>
  <TR>
    <TD>SnowFk1</TD>
    <TD>12</TD>
    <TD>FR</TD>
    <TD>R=3D++!FRFU++FU++FU!---@Q3FU|-@IQ3!FRFU!=20
      <BR>U=3D!FRFU!|+@Q3FR@IQ3+++!FR--FR--FRFU!-- <BR>F=3D</TD></TR>
  <TR>
    <TD>SnowFk3</TD>
    <TD>12</TD>
    <TD>Fx</TD>
    <TD>x=3D++F!x!Fy--Fx--Fy|+@iq3FyF!x!++F!y!++=20
      =
F!y!Fx@q3+++F!y!Fx<BR>y=3DFyF!x!+++@iq3FyF!x!++F!x!++F!y!Fx@q3|+Fx--Fy--F=
xF!y!++<BR>F=3D</TD></TR>
  <TR>
    <TD>Tree1</TD>
    <TD>12</TD>
    <TD>+++FX</TD>
    <TD>X=3D@.6=A3=DB-FX=A3=DD+FX</TD></TR>
  <TR>
    <TD>Peano2 </TD>
    <TD>8</TD>
    <TD>FXY++F++FXY++F</TD>
    <TD>X=3DXY@Q2-F@IQ2-FXY++F++FXY <BR>Y=3D-@Q2F-@IQ2FXY</TD></TR>
  <TR>
    <TD>Peano3</TD>
    <TD>4</TD>
    <TD>x</TD>
    <TD>x=3DXFYFX+F+YFXFY-F-XFYFX =
<BR>y=3DYFXFY-F-XFYFX+F+YFXFY</TD></TR>
  <TR>
    <TD>Plant07</TD>
    <TD>14</TD>
    <TD>Z</TD>
    =
<TD>z=3DzFX=A3=DB+Z=A3=DD=A3=DB-Z=A3=DDx=3Dx=A3=DB-FFF=A3=DD=A3=DB+FFF=A3=
=DDFX </TD></TR>
  <TR>
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