��� ������ ������ ������� ��������� � ���������� � ������ � �������� � ������� � ������ � ��������� � �� � ������� � � ���� �� ������ ������ ������� �
.8
确明不数瓣花�时数整为不n 瓣花个n有,时数奇为n�瓣花个n2有,时数偶为n�形圆为时1=n�目数瓣花响影n 角夹的线射0= θ与形图响影b 径半圆接外形图响影a �响影的n,b,a数参论讨
;)ip*2,0(ecapsnil = ateht ;)ateht*n+b(soc*a = r ;)r,ateht(ralop
5190.00 0 5964.0 3318.07343.0
0 0 5143.0 0 0 0000.1 =D 3592.0 8952.06115.0 8423.09608.0- 4909.0=V )A(gie = ]D,V[ >>
式公算计 .2
0052.0 0052.0 0521.0 0005.0 0052.0 0521.0 0052.0 0005.0 0057.0 =A ]4/1 4/1 8/1;2/1 4/1 8/1;4/1 2/1 4/3[ = A >> 量向征特和值征特求 .1
.7
)4-e2 ,]1.0 1.0-[,'tolpfnuf'(tolpf >> 用使的 tolpf
.6
;)'5^x = y'(eltit ;)):,4(X,x(tolp ;)4,2,2(tolpbus >> ;)'4^x = y'(eltit ;)):,3(X,x(tolp ;)3,2,2(tolpbus >> ;)'3^x = y'(eltit ;)):,2(X,x(tolp ;)2,2,2(tolpbus >> ;)'2^x = y'(eltit ;)):,1(X,x(tolp ;)1,2,2(tolpbus >> 令指的形图数函个四画 tolpbus 用
)tixam ,0x ,A(1ranalP noitcnuf 代迭性线ranalP .7
)6,]1 1[,A(renalP >> 13 2 1 = A ]1- 3;2 1[ = A >> 射映代迭 .6
)001,]0 1[,]99/02- 99/001;1 0[(1ranalP >>
)001,]1 1[,]99/02- 99/001;1 0[(1ranalP >> 代迭性线ranalP .01
7283.0- 9329.09329.0- 7283.0 =V )A(gie = ]D,V[ >> 量向征特和值征特 A 求 .4 小变会不响影的果结对值征特 的一于等值对绝而�弱越来越会响影果结对值征特的 1 于小值对绝�后代迭次多过经�现发 6251.08091.02435.0* 400-e0.1 = sna )1,:(V-3966.0-/001P >> 较比量向征特的 A 与 .3 9371.0 4712.0 7806.0 = 001P P*001^A = 001P >> ;']2/1 2/1 0[ = P >> �为果结算计�时 001 = n
代迭的射映性线面平 二验实
)'+r',):,2(4V,):,1(4V(tolp )'*b',):,2(3V,):,1(3V(tolp )'og',):,2(2V,):,1(2V(tolp …,):,2(3V,):,1(3V,'og',):,2(2V,):,1(2V(tolp ;)1,2,2(tolpbus dne )'+r',):,2(4V,):,1(4V,'*b' ;)2,2,2(tolpbus ;)3,2,2(tolpbus ;)4,2,2(tolpbus
1 :rolyat esu ot tniop eht tupni )x(pxe+ 2^x*2 - 6^x*027/1 :)elbairav x ylno( noitcnuf ruoy tupni 6420rolyat >>
;)'rolyat-6','rolyat-4','rolyat-2','lanigiro'(dnegel ;)':k',6y,x,':g',4y,x,':b',2y,x,'r',y,x(tolp ;))i(x ,)6fy(enilni(lavef = )i(6y ;))i(x ,)4fy(enilni(lavef = )i(4y ;))i(x ,)2fy(enilni(lavef = )i(2y ;))i(x ,)fy(enilni(lavef = )i(y ;)1+0x,1-0x(ecapsnil = x ;)0x,6,fy(rolyat = 6fy ;)0x,4,fy(rolyat = 4fy ;)' :)elbairav x ylno( noitcnuf ruoy tupni'(tupni = fy ;)' :rolyat esu ot tniop eht tupni'(tupni = 0x ;)0x,2,fy(rolyat = 2fy )x(htgnel:1 = i rof dne �下如行运序程
;))i(x ,)y(enilni(lavef = )i(0y
;)1,1-(ecapsnil = x ;)2 ,y(ffid = ydd ;)y(ffid = yd 210nuf noitcnuf 程编tupni .01 dne ;)'s',' : noitcnuf ruoy tupni'(tupni = y ;))m-n(lairotcaF * )m(lairotcaF( / )n(lairotcaF = y ;)'求要算计数合组合符不 n,m'(rorre
0 0 1 0 0 1 6 0 =A )p(napmoc = A >> ;]8- 3 6- 0 1[ = p >> 阵矩元友和程方征特
.4
no dirg >> )'sixa y'(lebaly >> )'sixa x'(lebalx >> �线格网加并志标加轴 y,x 对
)'or' ,)n(y ,)n(x ,y ,x(tolp >> ;)50.0<)y(sba(dnif = ]n,0y[ >> )y,x(tolp >> ;2-x-)x(nis*4 = y >> ;)4,6-(ecapsnil = x >> 值似近的根的� � � � � � �����求法图作用
)'5^x = y','4^x = y','3^x = y','2^x = y'(dnegel >> )'k' ,):,4(X ,x ,'b' ,):,3(X ,x ,'g' ,):,2(X ,x ,'r' ,):,1(X ,x(tolp >> ;]5^.x;4^.x;3^.x;2^.x[ = X >> ;)1,0(ecapsnil = x >> 形图的 � � � � � � � � � � �数函做 根的式项多幂降其为即值征特的阵矩元友 p 量向维一�论结
法方 )b(
= sna B\A >>
6 12 0 =B ']6 1- 2 0[ = B >> 5 40 73 9 50 12 81 8 0 5 3=A ]5 4- 0 7- ;3 9 5- 0;1- 2 8- 1 ;8 0 5 3-[ = A >> B,A 入输 .1
法方 )a(
用使的 baltaM 一验实
)n,b,a(tolPraloP noitcnuf 线曲标坐极制绘 .11
)'ydd','yd','y'(dnegel )2y,x,1y,x,0y,x(tolp dne
;))i(x ,)ydd(enilni(lavef = )i(2y ;))i(x ,)yd(enilni(lavef = )i(1y
)x(htgnel:1 = i rof
n =~ )n(dnuor | m =~ )m(dnuor fi dne
m < n | 0 < m | 1 < n fiesle ;)'数整为须必 n,m'(rorre )m,n(noitanibmoC = y noitcnuf 合组的 m 取中 n )b( ;)x:1(dorp = y ;1 = y
;)1+tixam ,)0x(htgnel(sorez = X ;)'eerga tsum 0x dna A'(rorre ;)'xirtam erauqs noitnemid-2 a eb tsum A'(rorre 2 =~ )0x(htgnel fiesle 2 =~ n | 2 =~ m fi ;)A(ezis = ]n,m[ ;):(0x = 0x
;x smys 6420rolyat noitcnuf 开展式项多勒泰 .31 )'*' ,)0=~ r(2Z ,)0=~ r(Y ,)0 =~ r(X(3tolp ;)1.0 =< )2Z-1Z(sba( = r ;)2Z,Y,X(hsem )1,2,1(tolpbus ;))1Z(ezis(seno*a = 2Z ;)2:1.0:2-(dirghsem = ]Y,X[ ;2^.Y*2 + 2^.X = 1Z )a(ecafrus noitcnuf 线交面曲两间空 .21 ;)1Z,Y,X(hsem no dloh )2,2,1(tolpbus ffo dloh