nu meričke me tode l inearnre a lgebre 2
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NU meričke ME tode L inearnre A lgebre 2. VLADIMIR KOSTIĆ. 29 II/DMI & sc:ala III/DMI http://sites.dmi.rs/personal/kosticv/ [email protected] [email protected]. PREDAVANJA petak 8 h -10 h VEŽBESlađan Dimitrijević RC 10 - PowerPoint PPT PresentationTRANSCRIPT
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NU meričkeME todeL inearnreA lgebre 2
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VLADIMIR KOSTIĆ
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PREDAVANJA petak 8h-10h
VEŽBE Slađan Dimitrijević RC 10
ponedeljak 1545-1815
sreda 1430-1700
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UVOD24. februar
S L J - intro2. mart
S L J – dir. reš.9. mart
S L J – iter. reš.16. mart
S L J – proj. met23. mart
T1 + K1
30. mart* M1 *
K K – lok. I6. april
K K – lok. II 27. april
K K – nesim.4. maj
K K – sim. (SVD)11. maj
G K K 18. maj
T2 + K2
25. maj* M2 *
T1 / T2
10 bodova
K1 / K2
20 bodova
M1 / M2
20 bodova
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LITERATURA (SIAM)
L. N. Trefethen, D. BauNumerical Linear Algebra
J. W. DemelApplied Numerical Linear Algebra
G. W. StewartMatrix Algorithms
Volume I : Basic Decompositions
R. S. VargaGeršgorin and His Circles (Springer)
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Model A
Predispitne obaveze se sastoje iz dva kolokvijuma i eventualno testova. Predispitne obaveze polažu se tokom semestra. Nakon završetka semestra studenti imaju još dva termina za popravne kolokvijume - u JUNSKOM i AVGUSTOVSKOM ispitnom roku.
Kada ispune predispitne obaveze, studenti polažu završni deo ispita zaključno sa JANUARSKIM ispitnim rokom naredne školske godine.
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T1 + T2 = 20 bodovaK1 + K2 = 40 bodovaM1 + M2 = 40 bodova
PREDISPITNE OBAVEZE (jun-sep)T1 + T2 + M1 + M2
min 30/60ISPIT
PISMENI (K1 & K2)
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