O ’Z B K K IS T O N R E S P U B L IK A S I
О ! IV V A O ’ R T A M A X S l S T A ’ L IM V A Z 1 R L IG I
R o ’y x a tg a o lin d i:
№
4 r o f
2 0 1 9 yil
SAM ARQANO
DAVLAT U N IVERSITETI
/ /
.y. -' ^/^am D U
o '
o re k to ri
* 0 0 1 9 -]
K O M PA K T O PE R A T O R L A R VA IN I'K G R A L Jjljk eL A M A L A R
FANINING ISH CH I O ’QUV DASTURI
B ilim so h a s i :
T a 'lim so h asi:
T a 'lim y o ’n alish i:
100 0 0 0
- G u m a n ita r so h a
5 1 3 0 1 0 0 - M a te m a tik a
5 A 130101 - M a te m a tik a (F u n k sio n a l a n a liz )
S a m a r k a n d -2 0 1 9 .
1
F a n n in g ish ch i o ’q u v
d a stu r i,is h c h i o ’q u v re ja va o 'q u v d a stu rig a m u v o liq tsh la b ch iq ild i
T u z u v c h ila r:
L a k a e v S
« M a te m a tik fiz ik a va fu n k sio n a l a n liz »
k a fe d ra si p ro fe sso ri, a k ad e m ik
Q u rb o n o v S h
« M a te m a tik fiz ik a va fu n k sio n a l a n liz » k a fe d ra si a ssisten ti
la q r iz c h ila r :
A b d u lla e v J .l. - S a m D U « E h tim o lla r n a z a riy a s i va m a te m a tik sta tistik a » kal'cdrasi p ro fesso ri
S a m a to v S -S a m D U « M a te m a tik fiz ik a va fu n k sio n a l a n liz » k a fe d ra si d o lsen ti.
F a n n i n g
is h c h i
o ’q u v
d a s t u r i
“ M a t e m a t i k
f i z i k a
v a
f u n k s io n a l
a n a l i z ”
k a f e d r a s i n i n g 2 0 1 9 y il
2 0 - i y u n d a g i " 1 1 " - s o n y i g ’ i l i s h i d a m u h o k a m a d a n o ’t g a n v a
f a k u lte t k e n g a s h i d a m u h o k a m a q i l i s h u c h u n t a v s i y a e t i l g a n .
