Finland Yearbook - 1976
Finland Yearbook - 1976
Finland Yearbook - 1976
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X X V O P E T U S - J A S IV IS T Y S T O IM I — U N D E R V IS N IN G S - O CH B IL D N IN G S V Ä S E N 3 23<br />
Tutkintoja ja tohtorinviiitöskirjoja1)<br />
Examina och doktorsavhandlingar1)<br />
Degrees and dissertations *)<br />
1973/74<br />
Yht.<br />
Summa<br />
Total<br />
Naisia<br />
Kvinnor<br />
Females<br />
1974/75 1975/76<br />
Yht.<br />
Summa<br />
Total<br />
Naisia<br />
Kvinnor<br />
Females<br />
Yht.<br />
Summa<br />
Total<br />
Nataia<br />
Kvinnor<br />
Females<br />
Fil. l i s . t u t k i n t o ( h u m a n , t i e d e k . ) — Fil. l i c . e x a m e n ( h u m a n , f a k . )<br />
Lie. in Philosophy degree (humanities) ..........................<br />
H e l s i n g i n y l i o p i s t o — H e l s i n g f o r s u n i v e r s i t e t ..................<br />
T u r u n y l i o p i s t o .........................................................<br />
Å b o A k a d e m i ............................................................<br />
O u l u n y l i o p i s t o .........................................................<br />
T a m p e r e e n y l i o p i s t o ...................................................<br />
J y v ä s k y l ä n y l i o p i s t o ...................................................<br />
J o e n s u u n k o r k e a k o u l u ................................................<br />
47 20 54 18 34 1 4<br />
22 11 26 10 14 3<br />
7 3 12 3 4<br />
—<br />
4 1 6 1 5 3<br />
3 2 2 1 2 2<br />
4 3 3 1 3 2<br />
5 — 5 2 5 4<br />
2 — — — 1 —<br />
Fil. l i s . t u t k i n t o ( k a s v a t u s t i e t , t i e d e k . ) — Fil. l i c . e x a m e n ( p e d .<br />
f a k . ) — Lie. in Philosophy degree (pedagogics) .................<br />
H e l s i n g i n y l i o p i s t o — H e l s i n g f o r s u n i v e r s i t e t ..................<br />
T a m p e r e e n y l i o p i s t o ...................................................<br />
J o e n s u u n k o r k e a k o u l u ................................................<br />
1 — 8 3 5 3<br />
— — 5 3 4 3<br />
— — 2 — — —<br />
1 — 1<br />
—<br />
1 —<br />
Fil. l i s . t u t k i n t o ( m a t . - l u o n n o n t . t i e d e k . ) — Fil. l i c . e x a m e n ( m a t . -<br />
n a t u r v e t . f a k . ) — Lie. in Science degree (mathematics and<br />
natural sciences).........................................................<br />
H e l s i n g i n y l i o p i s t o — H e l s i n g f o r s u n i v e r s i t e t ..................<br />
T u r u n y l i o p i s t o .........................................................<br />
Å b o A k a d e m i ............................................................<br />
O u l u n y l i o p i s t o ...................................................... .'.<br />
T a m p e r e e n y l i o p i s t o ...................................................<br />
J y v ä s k y l ä n y l i o p i s t o ...................................................<br />
K u o p i o n k o r k e a k o u l u .......................................... .......<br />
J o e n s u u n k o r k e a k o u l u ................................................<br />
H y v . fil. t o h t o r i n v ä i t ö s k i r j a t ( h u m a n , t i e d e k . ) — G o d k ä n d a fil.<br />
d o k t o r s a v h a n d l i n g a r ( h u m a n , f a k . ) -— Accepted dissertations<br />
of Philosophy (humanities) ..........................................<br />
H e l s i n g i n y l i o p i s t o 2) — H e l s i n g f o r s u n i v e r s i t e t 2) ............<br />
T u r u n y l i o p i s t o .........................................................<br />
Å b o A k a d e m i ............................................................<br />
O u l u n y l i o p i s t o .........................................................<br />
T a m p e r e e n y l i o p i s t o 2) ..................................................<br />
J y v ä s k y l ä n y l i o p i s t o ...................................................<br />
H y v . fil. t o h t o r i n v ä i t ö s k i r j a t ( k a s v a t u s t i e t , t i e d e k . ) — ■ G o d <br />
k ä n d a fil. d o k t o r s a v h a n d l i n g a r ( p e d . f a k . ) — Accepted dissertations<br />
of Philosophy (pedagogics)<br />
H e l s i n g i n y l i o p i s t o 2 ) — H e l s i n g f o r s u n i v e r s i t e t 2) ............<br />
H y v . fil. t o h t o r i n v ä i t ö s k i r j a t ( m a t . - l u o n n o n t . t i e d e k . ) — G o d <br />
k ä n d a fil. d o k t o r s a v h a n d l i n g a r ( m a t . - n a t u r v e t . f a k . ) — A c<br />
cepted dissertations of Science ( mathematics and natural sciences)<br />
H e l s i n g i n y l i o p i s t o 2) — H e l s i n g f o r s u n i v e r s i t e t 2) ............<br />
T u r u n y l i o p i s t o .........................................................<br />
Å b o A k a d e m i ............................................................<br />
O u l u n y l i o p i s t o .........................................................<br />
T a m p e r e e n y l i o p i s t o 2) .......................................... .......<br />
J y v ä s k y l ä n y l i o p i s t o ...................................................<br />
K u o p i o n k o r k e a k o u l u ..................................................<br />
T e a t t e r i t u t k i n t o — T e a t e r e x a m e n — Bachelor of Dramatic Arts<br />
degree<br />
T a m p e r e e n y l i o p i s t o ...................................................<br />
V a l t i o t i e t . k a n d . t u t k i n t o — P o l i t i c e s k a n d . e x a m e n — Master<br />
of Political Sciences degree...........................................<br />
H e l s i n g i n y l i o p i s t o — H e l s i n g f o r s u n i v e r s i t e t ...............<br />
T u r u n y l i o p i s t o .........................................................<br />
Å b o A k a d e m i ...................................................... .<br />
ipr f u t k i r i t n — Pnlifcices l i c . e x a m e n — Lie. in Political<br />
99 13 96 2 3 115 28<br />
55 9 54 13 48 14<br />
19 1 13 5 17 4<br />
5 1 6 — 10 —<br />
12 2 12 3 26 7<br />
3 — 4 — 1 —<br />
5 — 7 2 11 3<br />
— — — — 1<br />
—<br />
— — • — 1 " '<br />
21 1 20 4 23 7<br />
10 1 10 2 13 6<br />
— 7 2 4 1<br />
3 — 1 — 3 —<br />
1<br />
5 — 1<br />
—<br />
2<br />
—<br />
1<br />
— ■ ’ 1<br />
— — ■ 1 — —<br />
51 6 50 7 45 2<br />
23 3 33 5 18 1<br />
12 2 9 1 10 —<br />
6 — 3 1 2 —<br />
7 1 2<br />
—<br />
8 1<br />
1 — —<br />
“<br />
—<br />
2 —<br />
2 — 2<br />
—<br />
5 —<br />
. — — 1 — ---- —<br />
8 3 1 11 7<br />
372 138 330 1 2 4 322 1 2 8<br />
214 78 193 70 156 52<br />
136 53 109 45 131 56<br />
22 7 28 9 35 20<br />
31 5 14 2 32 4