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# name: XX
# type: matrix
# rows: 290
# columns: 15
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# name: ans
# type: matrix
# rows: 1
# columns: 2
290 15
# name: lambda
# type: diagonal matrix
# rows: 11
# columns: 11
22.946585412187421
1931.6654643260799
2593.9795924916175
3457.3395622408857
5625.1514737118023
8672.0659466665711
18914.627989173332
47522.6781848803
57483.681267435793
225653.06853980463
7494628.7953938534
# name: vect
# type: matrix
# rows: 11
# columns: 11
0.001392810422550717 0.037187381347874138 -0.065276210391403036 0.11401592699694482 -0.057482252273087286 -0.43368899391332477 -0.8617370695793013 0.018077508393512427 -0.20942328673520219 0.04406834781729866 0.035305594804226757
-0.00080997965313001584 0.60908800831578724 0.38180665310528733 -0.56588395885253784 -0.26231179752889189 0.22396195139661562 -0.18893568701613578 -0.026534997984712264 0.07359852054049984 0.006211058349064877 0.046771921092627386
-0.0075395729093805366 -0.45899544783231888 -0.5215316615485539 -0.67232668906122506 -0.19752213456241605 0.094376523806025736 -0.11098036666249886 -0.0037696616615502101 0.029602477651318463 -0.041501535314358344 0.048953291513389265
-0.00015197372585537322 -0.0023868413299198833 -0.039383896728816099 0.020470931032591368 0.029084893240712412 -0.04287850578243544 0.039810057651133685 -0.25705259607884912 0.17314674927411106 0.72026506792286382 0.61556249852100742
0.0010984696390625669 -0.021295818804360569 -0.017772378560478416 0.1018923103268666 0.15146937545309533 0.029246114632324443 -0.22268033972341814 0.093731562137041924 0.84202992189556602 -0.37245546490671322 0.24277452925483708
4.634115630557653e-05 0.024446209810118007 0.034513808847537839 0.0068265924193010941 -0.028772508722239187 -0.036347064631517365 0.12359571477172455 0.055570948693301321 -0.40806017173503228 -0.51786933384306577 0.73685129246517744
0.0011860028016074449 0.0042558464030599888 0.023495928427698789 -0.048185148380062458 -0.015672782378184535 -0.058141787313936176 0.058107909891642787 0.95701402990701101 0.0052365196161915139 0.25496118410044 0.095893176429320104
-0.99993653486432243 0.00056339645553188616 0.0065197820100834202 0.004046982474121206 0.0075475146800696473 0.0012607778742422962 -0.0023724195455069081 0.0014644786043862637 -0.0010271031675555136 0.00055851484167292696 0.00016944863048107996
-0.0016282256896621595 0.46825855272148731 -0.65977518401484947 0.26872055666444072 0.028869079286093505 0.49534627142851201 -0.12024546216317963 0.058770979212280944 -0.091452392782732247 0.020458697705750234 0.017910770099051333
0.001700173169473845 -0.42580867393319216 0.33001193867694534 0.28074347877196781 -0.39003516978165265 0.62609930707432293 -0.27487428930116464 0.036415769623522283 -0.059675610198041698 0.053341708222992751 0.05952332821548334
0.0077009678970553349 -0.12368395587829271 0.17350369137338406 -0.224808824018637 0.84320406749777232 0.3287592342776483 -0.22260190597676177 0.018627387946442864 -0.17996764564584086 0.048312774840992258 0.017425168262079013

22
ТЕМА2/Prog.m Обычный файл
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@@ -0,0 +1,22 @@
XX = load('dan_vuz.txt')
size(XX)
X=XX(:,3:13);
R=corr(X)
[vect,lambda]=eig(X'*X)
Sobst=diag(lambda);
fprintf('Eigenvalues:\n %f \n',Sobst)
fprintf('\n')
SobMax=Sobst(end)
GlComp=vect(:,end)
Delt=100*SobMax/sum(Sobst)
fprintf('Delta= %d \n ',round(Delt))
Res=X*GlComp
fprintf(' Results \n ')
fprintf('%d %f \n ',[XX(:,1),Res] ')
save res.mat Res -mat
hist(Res,20)
xlabel('Results ')
ylabel('Number of Unis ')
saveas(gcf, 'Hist.jpg ', 'jpg ')
CorFin=corr(Res,XX(:,2))
fprintf('Correlation of Results and Money = %f \n',CorFin)

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@@ -1,8 +0,0 @@
warning('off','all')
C = 4:27
D = reshape(C, [], 6)
D1 = D(3,5)
D2 = D(3,4:end)
D3 = D(2:3,3:5)
D4 = D(16:20)
D5 = D93;4,[1,3,6])

0
ТЕМА2/report.md Обычный файл
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