02302.doc

Size: px
Start display at page:

Download "02302.doc"

Transcription

1

2 1 1

3 Madhavan000 Glen(1994) (Levine1991)

4 3

5

6 (Price and Time Prioriy) 5

7 6 ( ) 1 3

8 7 Kyle :1 Breadh Widh (Deph) (Order Book) 3 Resiliency 4 (Immediacy) Harris(1990) (Immediacy)

9 marke s resiliency Harris P, b P m Vb P a Va ( P P ) 1 P = + a b P a P b ( Pa P P b a + P P Pm = ) m P P m P Pm P V P + V P a a b b b Va Pa + VbP 3 i= 1 b % %

10 % 15.34%; 0.17% 0.0% 1.07% 7.4% 0.05% (0.088%) 449.1%000 (59.3%) (43.0%) (LOB) (Hybrid(LOB+MM)) MM

11 1.74% 0.81% 17.0% 1.47% 0.84% 3.4% 0.61% 0.8% 57.4% 0.96% 0.41% 33.4% 0.85% 0.55% 34.4% 1.76% 0.78% NA 1.00% 0.70% 137.9% 0.48% 0.8% 97.6% 10.89% 3.97% 18.6% 1.30% 0.61% NA 7.34%.67% 43.9% 1.36% 0.65% 98.% 0.54% 0.5% NA 4.35% 1.74% 19.5% 0.17% 0.088% 449.1% 1.97% 1.00%.9% 3.08% 1.37% NA 1.15% 0.50% 66.0% 3.66% 1.31% NA 0.65% 0.35% 81.3% 1.50% 0.86% 81.% 5.38% 3.% NA 4.53%.03% NA 0.85% 0.41% 58.5% 1.00% 0.48% 63.7% 0.77% 0.36% NA 0.40% 0.5% 71.9% 0.51% 0.5% 73.9% 0.91% 0.38% 18.6% 0.68% 0.34% 97.6% 0.74% 0.74% 65.0% 0.43% 0.% 86.5% 0.59% 0.8% 60.9% 0.35% 0.18% 59.3% 4.55% 1.4% NA 1.17% 0.59% 54.5% 0.81% 0.35% NA 0.88% 0.4% 69.3% 6.01% 3.6% 37.% 15.34% 7.4% NA 1.90% 1.0% 0.5% AMEX 1.78% 0.65% NA 0.95% 0.4% 39.8% 0.0% 0.05% 87.7% 0.7% 0.46% 130.5% 0.41% 0.6% 383.9% 0.80% 0.36% 58.8% 5.87% 3.31% NA 0.38% 0.19% 43.0%.3% 1.07% NA 6.39%.74% NA.95% 13% NA :Pankaj Jain (00)Insiuional Design and Liquidiy a Sock Exchanges around he World;.05%.98% 0.93% 0.47% 10

12 (LOB).05% 0.98% 0.93% 0.47% 3.06% 1.45% MM 4.6%.07%.16% 1.01% 7.45% 3.8% (LOB+MM) 1.64% 0.71% 0.91% 0.48%.81% 1.08% Pankaj Jain (00)Insiuional Design and Liquidiy a Sock Exchanges around he World 7 11

13

14

15

16

17

18

19 : ( 8000 ) ( 1.5 ) 18

20 19 (4) 1 16 (5)

21 0 (ick size) : (1) () Demsez(1968) (3) (4) negoiaion coss ( 4.1) 41 : (NYSE)

22 Berand (Anshuman Kalay(1998)Bernhard Hughson(1996)Kandel Marx(1996)) Brown LauxSchacher1991CordellaFoucaull(1996) Paymen for order flow Chordia Subrahmanyam(1995)Baalio Holden(1996) 1

23 Seppi1997Harris(1994) (inra-da daa) 10 Peake(1993)Har(1993)Ricker( ) 1/8 quoed spread Harris(1994)NYSE AMEX 1/8 1/ % 30% 15% Harris Harris( )) Bacidore(1997) Porer Weaver(1997) GoldseiKavajecz (1999)Jones Lipson(1999) Harris( ) NYSE AMEX Harris(1994)NYSE bid/ask spread SSE Niemeyer Sandas(1994) /8 1/16 Goldsein

24 Kavajecz(000) /8 1/16 38% 15% /8 1/ ~0 17.9% 0 16.% 13.9%1.4% AhnCao Choe(1996) ~5 1/8 1/ %1995 5~10 1/8 1/16 ChakravaryWood(000) % 38% quoe frequency 54% 19%5% Bacidore(1997) / Ricker(1997) 1.7 Niemeyer(1997)

25 4 Harris(1994)NYSE Niemeyer 4-

26

27 6

28 7 5

29 AdmaiPfleiderer(1988) Foser Viswanahan(1990) (40 ) ( ) L L N 50% 9:30 10:30 10: :

30 9 1 ( ) L L 3 N

31 Spread i = 0 + γ1sdi + γ Pr icei+ γ 3Voli + γ 4Turnoveri + γ 5 γ Quaniy + δ Spread i Sd Price Vol Turnover Quaniy ( ) r j γ = j S ( rj ) j=0,1,,3,4,5 (5-) N 30 i i (5-1)

32 5-1 1 γ 0 γ 1 51 γ γ γ 3 4 γ R DW E-03 (6.45) 9.04E-03 (4.589 ** ) -5.08E-6 (.81 ** ) -4.6E-8 (0.93) 7.05E-4 (0.5) -4.56E-8 (7.55 ** ) L- L Brock Kleidon(199) (Soll1978;HoSoll1981) (CopelandGalai1983;GlosenMilgrom1985) (informed raders) ( ) 31

33 Lin Sasnger Booh(1995) (bid-ask spread) : Q λ + 1 = z + e +1 (5-3) Q (bid) (ask) (midpoin) 1 Q = ln ask ( bid + ) z ( ) p Q z = ln p Q λ e % λˆ> (Soll1989) (BrockmanChung1999) 100 (λˆ) (λˆ 5 ) F- Kruskal-Wallis - Wilcoxon (Wilcoxon rank sum es) 3

34 5 - R λˆ λˆ- 3.30(1.6) λˆ> (95.00%) 5-3 λ quariles λ λ : Deph 4 = + β1vol + β var + β3 price + k= α δ quarile + ε k k, (5-4) Deph 10 vol var quarile vol var price quarile k k quarile F- k 33

35 54 λ - α Vol *** β Var β Price β quarile δ quarile3 δ quarile4 δ *** R F H 0 : δ = δ 3 F-: ; H 0 : δ 3 = δ 4 F-: ; H 0 : δ = δ 3 = δ 4 = 0 F-: Whie 3. *** ** * 1%5%10% 6 (Transacion coss) 34

36 Madhavan1995 informaion-based rading adverse selecion (ime-of-he-day) Marke impac is he financial analog of he Heisenberg uncerainy principle LaknonishokShleiferVishny(199) Malkiel(1995) LaknonishokShleiferVishny(199) Acive equiy managers S&P500 1%% Jack Treynor Madhavan Smid(1991) Hasbrouck1991ab Glosen Harris(1988)Brennan Subrahmanyam(1995) 35

37 (Trading aciviys) buyer-iniiaed seller-iniiaed Lee Ready(1991) Lee Ready(1991) p (bid) (ask) (midpoin) pm p p m p pm p p m Glosen Harris P = λ q 1 + γ 1 + ( q q 1 ) + ω( D D ) βq p = p p 1 p q q buyer-iniiaed q seller-iniiaed q D D =1 D =-1 Q = = q i m i 1 m q Q q 36

38 ε (public informaion shock) 6-1 λq 1 λ γ ω bid-ask spread β 6-1 Ordered Probi Hausman SAS 61 λ λ 0.01 (1) () ( ) λ 100 λ > γ 37

39 λ γ ω β *** * : *** ** * 1%5%10% 100 probi 100 Glosen Harris(1988)Brennan Subrahmanyam(1995) 1MKTCAP: TURN : 3AVGP 4NOISE. MKTCAP 000 TURN AVGP NOISE (6-1) ordered probi P 38

40 q 1 ( q q ) ( D D ) 1 1 Q. Y.C.Chan(000) ( q ) q 1 0( D D 1) 0Q Q. q (Expeced Price Changes) EPC EPC EPC i = α + β1 MKTCAP + β TURN + β 3AVGP + β4noise + ε i 6 ECP i λ iqi + βqi λ i q i Q i i Q Q = 1 m i Q i, m = 1 6- R D-W 39

41 DW ( e e ) n = 1 = n e = MKTCAP TURN NOISE 7 icksize q 1 R : (1) *** ** * 1%5%10%(3) F (4.9733) (-3.375) (-3.978) (17.506) (-0.753) * (3.5106) ( ) ( ) (5.4104) ( ) (5.5671) (-4.904) ( ) (0.505) (-0.639) ( ) (-.9643) (-3.805) ( ) ( ) (7.399) (-3.669) ( ) ( ) ( ) (3.785) ( ) ( ) (14.480) ( ) (4.1431) ( ) ( ) ( ) (-4.77) 40

42 ordered probi dummy variables (51) 9:30-10: λ ( 5 10 ) γ ( 5 10 ) ω β ( 6 10 ) 9:30-10: :00-10: :30-11: :00-11: :00-13: :30-14: :00-14: :30:15: : *** ** * 1%5%10% 100 probi

43 6 6-4 λ γ λ 80% 6-5 q 1 λ γ ω β 9:30-10:00 *** λ >γ :00-10:30 *** λ >γ 96 10:30-11:00 *** λ >γ :00-11:30 *** λ >γ 94 13:00-13:30 *** λ >γ 99 13:30-14:00 *** λ >γ 98 *** 14:00-14:

44 λ >γ 98 14:30:15:00 *** λ >γ 100 *** L Y.C.Chan(000) De Jong (1996) Paris Bourse 43

45 specialiss NYSE Madhavan Smid(1991)NYSE NYSE NYSE (AMEX) BrennanSubrahmanyam(1995) Hasbrouck(1991ab) NYSE AMEX NYSE NYSE L Hasbrouck1991Lin 1995Madhavan q 1 (%) 9:30-10: % 10:00-10: % 10:30-11: % 11:00-11: % 13:00-13: % 13:30-14: % 14:00-14: % 14:30:15: % 44

46 Glosen-Harris

47 T1 15 9:30~9:45 T 9:45~11:15 T :15~11:30 T :00~13:15 T5 13:15~14:45 T :45~15:00 T3 T4 T T5 1 Vol 15 46

48 Sd 3 Range 15 4 Rg/Vol A

49 T3 T T T5 T1 T6 T4 T A 15 T1~T6 48

50 A T3 T T T5 T1 T6 T4 T5 T4 49

51 A

52 T3 T T T5 T1 T6 T4 T5 T A 15 T1~T6 Rg/Vol T1 T T3 T4 T5 T6 1.1E E E E E E-08 A.05E-07.37E-07.48E E E E E E E E E E E-05.83E-05.6E E-05.0E E E E E E E E E-05.6E-05.31E E-05.3E E E E E E E E E E E E E-05.6E E-05.17E E E-05.30E E E E E E E E-06 51

53 T1 T T6 T5 T

54 1 (Call Marke) (1) () (3) (Marke Clearing Price) (Coninuous Marke) Amihud Mendelson(1987) 30 ( ) ( ) Soll Whaley(1990) 1 18 hp:// 53

55 Amihud Mendelson(1991) AmihudMendelson Lauerbach(1997) % (001) 10 Amihud Mendelson(1987) ( ) P* P P P* (Iayose) (Zaraba) hp:// 54

56 P = P U (8-1) U r r = ln P ln P 1 = ln P + ln U ln P 1 ln U 1 e = ln P ln P 1 u = ln U r e + ( u u ) 1 (8-) = e e e u ( ) (8-) σ r ) σ ( e ) + σ ( u u ) + cov( e, u u ) (8-3) ( = 1 1 σ ( ) σ ( ) r σ u u ) + cov( e, u u ) σ ( r ) σ ) σ ) ( r o, ( r c, ( 1 1 (Open-o-open Reurn) (Close-o-close Reurn)(4-3) e σ σ ( r ( r o, c, ) σ = ) σ ( e ( e o, c, ) + σ ) + σ ( u ( u o, c, u u o, 1 c, 1 ) + cov( e ) + cov( e o, c,, u, u o, c, u u o, 1 c, 1 ) ) (8-4) e c (e o ) -1 ( ) ( ) u c (u o ) ( ) 55

57 σ ( ro, ) σ ( eo, ) = σ ( ec, ) σ ( r ) σ ( ro, ) > 1 σ ( r ) c, c, -1-1 r o, rd, 1 + rn, = (8-5) r c, rd, + rn, = (8-6) r d r n σ σ ( r ( r o, c, ) ) σ ( r = σ d, 1 ( rd, ) + σ ) + σ ( r ( r n, n, ) + cov( r ) + cov( r d, 1 d,, r, r n, n, ) ) (8-7) σ ( r σ ( rd, 1) = σ ( rd, ) σ ( r o, c, ) ) cov( rd, 1, n, ) r cov( r, r ) d, n, ( 1 )

58 σ σ ( r ( r o, c, ) > 1 cov( r d, 1, rn, ) > cov( rd,, rn, ) ) σ ( ro, ) < 1 σ ( r ) c, (1 5 ) σ ( ro, ) > 1 σ ( r ) (001) (4-4) c,

59 (4-7)

60 59 AmihudMendelson Lauerbach(1997) (Call MarkeBach Open) (Inermediaed Open) NYSE NASDAQ NYSE (Marke Clearing Price) Globex

61 (Torono Sock Exchange) (Paris Bourse) Globex (Indicaive Opening PriceIOP) ( COPCalculaing Opening Price) Coppejans & Domowiz(1999) (1) () (1) (3) (1) (4) ()(3) (5) 60

62 9 ( ) (Discreeness) ( ) (Skewness) (Kurosis) % 5 ( )

63 NYSE NASDAQ 1/8 Golieb Kalay(1985)Ball(1988)Cho Frees(1988) Crack Ledoi(1996) (-Hisory) (Compass Rose) ( ) ( 05) (41) (Clusering)( 9-1 ) Osborne(196)Niederhoffer( ) Harris(1991) KandelSarig Wohl(001) 6

64 (R R +1 ) ( +1 )

65 ( +1 ) Crack Ledoi(1996) (Compass Rose) R+ 1 ( P + 1 P ) / P ( P + 1 P )/ P 1 P + 1 n + 1 R = = = (9-1) ( P P ) / P ( P P )/ P P n (R R +1 ) (n n +1 ) Golieb Kalay(1985)Ball(1988)Cho Frees(1988) Godek(1996) NASDAQ 1/8 ( /8 4/8 6/8 0/8 ) 1/8 ( 1/8 3/8 5/8 7/8 ) Barclay(1997) Hasbrouck(1999a1999b) 15 U

66 P Pˆ P Pˆ (A) (Round) 1 1 P ˆ = { n n P < n } + (9-) (B) (FloorRounded Down) P ˆ = { n n P < n + 1} (9-3) (C) (CeilingRounded Up) Pˆ = { n n 1 < P n} (9-4) n P P dp = µ Pd + σpdb (9-5) b ( 0, ) P 1 P( ) = P(0)exp{ σb( ) + ( µ σ ) } (9-6) 65

67 (%) P= P=5 P=10 P=15 P=0 P=30 100% 66

68 P Pˆ P ˆ= 10[ R( P /10)] (9-7) P ˆ= 5[ R( P /5)] (9-8) ) R( (6-)(6-4) % 67

69 68 (1) () (3) (4) (5) ( 10 )

70 LinSasngerBooh(1995) (bid-ask spread) Glosen-Harris

71 % 0.088%

72 71

73 7

74 73

中国沪深股票市场流动性研究

中国沪深股票市场流动性研究 1 1.1 1.2 2 2.1 2.2 3 3.1 3.2 4 4.1 4.2 4.3 5 bid-ask bidask 1 2 2-1 L RISK Madhavan(1992) JN L JN L 1 2 GARCH 1 1.1 commonaliy rade mechanism 1.1.1 marke microsrucure Garmam(1976), KrausSoll (1972) NWSE

More information

% %! # % & ( ) % # + # # % # # & & % ( #,. %

% %! # % & ( ) % # + # # % # # & & % ( #,. % !!! # #! # % & % %! # % & ( ) % # + # # % # # & & % ( #,. % , ( /0 ) %, + ( 1 ( 2 ) + %, ( 3, ( 123 % & # %, &% % #, % ( ) + & &% & ( & 4 ( & # 4 % #, #, ( ) + % 4 % & &, & & # / / % %, &% ! # #! # # #

More information

& &((. ) ( & ) 6 0 &6,: & ) ; ; < 7 ; = = ;# > <# > 7 # 0 7#? Α <7 7 < = ; <

& &((. ) ( & ) 6 0 &6,: & ) ; ; < 7 ; = = ;# > <# > 7 # 0 7#? Α <7 7 < = ; < ! # %& ( )! & +, &. / 0 # # 1 1 2 # 3 4!. &5 (& ) 6 0 0 2! +! +( &) 6 0 7 & 6 8. 9 6 &((. ) 6 4. 6 + ( & ) 6 0 &6,: & )6 0 3 7 ; ; < 7 ; = = ;# > 7 # 0 7#? Α

More information

Ζ # % & ( ) % + & ) / 0 0 1 0 2 3 ( ( # 4 & 5 & 4 2 2 ( 1 ) ). / 6 # ( 2 78 9 % + : ; ( ; < = % > ) / 4 % 1 & % 1 ) 8 (? Α >? Β? Χ Β Δ Ε ;> Φ Β >? = Β Χ? Α Γ Η 0 Γ > 0 0 Γ 0 Β Β Χ 5 Ι ϑ 0 Γ 1 ) & Ε 0 Α

More information

0 1 VaR 2 VaR 3 VaR 4 5 VaR 6 7 VaR 2

0 1 VaR 2 VaR 3 VaR 4 5 VaR 6 7 VaR 2 VaR B 1 0 1 VaR 2 VaR 3 VaR 4 5 VaR 6 7 VaR 2 VaR VaR VaR _VaR VaR 0.72 VaR 3 2001 VaR _VaR 180 2000 2 60% VaR VaR 4 VaR VaR VaR VaR VaR VaR 5 VaR 1 VaR VaR(Value at Risk) Prob P

More information

! /. /. /> /. / Ε Χ /. 2 5 /. /. / /. 5 / Φ0 5 7 Γ Η Ε 9 5 /

! /. /. /> /. / Ε Χ /. 2 5 /. /. / /. 5 / Φ0 5 7 Γ Η Ε 9 5 / ! # %& ( %) & +, + % ) # % % ). / 0 /. /10 2 /3. /!. 4 5 /6. /. 7!8! 9 / 5 : 6 8 : 7 ; < 5 7 9 1. 5 /3 5 7 9 7! 4 5 5 /! 7 = /6 5 / 0 5 /. 7 : 6 8 : 9 5 / >? 0 /.? 0 /1> 30 /!0 7 3 Α 9 / 5 7 9 /. 7 Β Χ9

More information

! # % & ( & # ) +& & # ). / 0 ) + 1 0 2 & 4 56 7 8 5 0 9 7 # & : 6/ # ; 4 6 # # ; < 8 / # 7 & & = # < > 6 +? # Α # + + Β # Χ Χ Χ > Δ / < Ε + & 6 ; > > 6 & > < > # < & 6 & + : & = & < > 6+?. = & & ) & >&

More information

!! # % & ( )!!! # + %!!! &!!, # ( + #. ) % )/ # & /.

!! # % & ( )!!! # + %!!! &!!, # ( + #. ) % )/ # & /. ! # !! # % & ( )!!! # + %!!! &!!, # ( + #. ) % )/ # & /. #! % & & ( ) # (!! /! / + ) & %,/ #! )!! / & # 0 %#,,. /! &! /!! ) 0+(,, # & % ) 1 # & /. / & %! # # #! & & # # #. ).! & #. #,!! 2 34 56 7 86 9

More information

! # %& ( %! & & + %!, ( Α Α Α Α Χ Χ Α Χ Α Α Χ Α Α Α Α

! # %& ( %! & & + %!, ( Α Α Α Α Χ Χ Α Χ Α Α Χ Α Α Α Α Ε! # % & ( )%! & & + %!, (./ 0 1 & & 2. 3 &. 4/. %! / (! %2 % ( 5 4 5 ) 2! 6 2! 2 2. / & 7 2! % &. 3.! & (. 2 & & / 8 2. ( % 2 & 2.! 9. %./ 5 : ; 5. % & %2 2 & % 2!! /. . %! & % &? & 5 6!% 2.

More information

! # % & # % & ( ) % % %# # %+ %% % & + %, ( % % &, & #!.,/, % &, ) ) ( % %/ ) %# / + & + (! ) &, & % & ( ) % % (% 2 & % ( & 3 % /, 4 ) %+ %( %!

! # % & # % & ( ) % % %# # %+ %% % & + %, ( % % &, & #!.,/, % &, ) ) ( % %/ ) %# / + & + (! ) &, & % & ( ) % % (% 2 & % ( & 3 % /, 4 ) %+ %( %! ! # # % & ( ) ! # % & # % & ( ) % % %# # %+ %% % & + %, ( % % &, & #!.,/, % &, ) ) ( % %/ ) 0 + 1 %# / + & + (! ) &, & % & ( ) % % (% 2 & % ( & 3 % /, 4 ) %+ %( %! # ( & & 5)6 %+ % ( % %/ ) ( % & + %/

More information

PowerPoint 演示文稿

PowerPoint 演示文稿 . ttp://www.reej.com 4-9-9 4-9-9 . a b { } a b { }. Φ ϕ ϕ ϕ { } Φ a b { }. ttp://www.reej.com 4-9-9 . ~ ma{ } ~ m m{ } ~ m~ ~ a b but m ~ 4-9-9 4 . P : ; Φ { } { ϕ ϕ a a a a a R } P pa ttp://www.reej.com

More information

ⅠⅡⅢ Ⅳ

ⅠⅡⅢ Ⅳ ⅠⅡⅢ Ⅳ ! "!"#$%&!!! !"#$%& ()*+,!"" *! " !! " #$%& ( Δ !"#$%& ()*+,!"" * !! " #$%& ( !"#$%& ()*+,!"" * !! " #$%& ( !"#$%& ()*+,!"" * !! " #$%& (! # !"#$%& ()*+,!"" * !! " #$%& ( 1 1 !"#$%& ()*+,!"" *

More information

! Ν! Ν Ν & ] # Α. 7 Α ) Σ ),, Σ 87 ) Ψ ) +Ε 1)Ε Τ 7 4, <) < Ε : ), > 8 7

! Ν! Ν Ν & ] # Α. 7 Α ) Σ ),, Σ 87 ) Ψ ) +Ε 1)Ε Τ 7 4, <) < Ε : ), > 8 7 !! # & ( ) +,. )/ 0 1, 2 ) 3, 4 5. 6 7 87 + 5 1!! # : ;< = > < < ;?? Α Β Χ Β ;< Α? 6 Δ : Ε6 Χ < Χ Α < Α Α Χ? Φ > Α ;Γ ;Η Α ;?? Φ Ι 6 Ε Β ΕΒ Γ Γ > < ϑ ( = : ;Α < : Χ Κ Χ Γ? Ε Ι Χ Α Ε? Α Χ Α ; Γ ;

More information

) & ( +,! (# ) +. + / & 6!!!.! (!,! (! & 7 6!. 8 / ! (! & 0 6! (9 & 2 7 6!! 3 : ; 5 7 6! ) % (. ()

) & ( +,! (# ) +. + / & 6!!!.! (!,! (! & 7 6!. 8 / ! (! & 0 6! (9 & 2 7 6!! 3 : ; 5 7 6! ) % (. () ! # % & & &! # % &! ( &! # )! ) & ( +,! (# ) +. + / 0 1 2 3 4 4 5 & 6!!!.! (!,! (! & 7 6!. 8 / 6 7 6 8! (! & 0 6! (9 & 2 7 6!! 3 : ; 5 7 6! ) % (. () , 4 / 7!# + 6 7 1 1 1 0 7!.. 6 1 1 2 1 3

More information

& & ) ( +( #, # &,! # +., ) # % # # % ( #

& & ) ( +( #, # &,! # +., ) # % # # % ( # ! # % & # (! & & ) ( +( #, # &,! # +., ) # % # # % ( # Ι! # % & ( ) & % / 0 ( # ( 1 2 & 3 # ) 123 #, # #!. + 4 5 6, 7 8 9 : 5 ; < = >?? Α Β Χ Δ : 5 > Ε Φ > Γ > Α Β #! Η % # (, # # #, & # % % %+ ( Ι # %

More information

中国封闭式基金折价问题研究

中国封闭式基金折价问题研究 panel GARCH EGARCH 3 EGARCH - - 4. 4. 5.. LIQUIDITY 5.. MANAGERIAL PERFORMANCE THEORY 5..3 INVESTOR SENTIMENT THEORY RATIONAL EXPECTATION THEORY 6..4 MARKET FRICTIONS 6.3 7 8. 8. 8.. 8.. 9.3.3..3. 3 3

More information

Ρ Τ Π Υ 8 ). /0+ 1, 234) ς Ω! Ω! # Ω Ξ %& Π 8 Δ, + 8 ),. Ψ4) (. / 0+ 1, > + 1, / : ( 2 : / < Α : / %& %& Ζ Θ Π Π 4 Π Τ > [ [ Ζ ] ] %& Τ Τ Ζ Ζ Π

Ρ Τ Π Υ 8 ). /0+ 1, 234) ς Ω! Ω! # Ω Ξ %& Π 8 Δ, + 8 ),. Ψ4) (. / 0+ 1, > + 1, / : ( 2 : / < Α : / %& %& Ζ Θ Π Π 4 Π Τ > [ [ Ζ ] ] %& Τ Τ Ζ Ζ Π ! # % & ( ) + (,. /0 +1, 234) % 5 / 0 6/ 7 7 & % 8 9 : / ; 34 : + 3. & < / = : / 0 5 /: = + % >+ ( 4 : 0, 7 : 0,? & % 5. / 0:? : / : 43 : 2 : Α : / 6 3 : ; Β?? : Α 0+ 1,4. Α? + & % ; 4 ( :. Α 6 4 : & %

More information

國立中山大學學位論文典藏.PDF

國立中山大學學位論文典藏.PDF 95 06 ...1...1...3...5...6...7...7...10...13...13...14...14...15...17...18...19...22...22 ...22...27...31...41...53...61...61...63...64 1 2 3 4 5 VAR VAR Johansen VECM 6 7 8 9 10 11 12 E( y ) =

More information

,!! #! > 1? = 4!! > = 5 4? 2 Α Α!.= = 54? Β. : 2>7 2 1 Χ! # % % ( ) +,. /0, , ) 7. 2

,!! #! > 1? = 4!! > = 5 4? 2 Α Α!.= = 54? Β. : 2>7 2 1 Χ! # % % ( ) +,. /0, , ) 7. 2 ! # %!% # ( % ) + %, ). ) % %(/ / %/!! # %!! 0 1 234 5 6 2 7 8 )9!2: 5; 1? = 4!! > = 5 4? 2 Α 7 72 1 Α!.= = 54?2 72 1 Β. : 2>7 2 1 Χ! # % % ( ) +,.

More information

&! +! # ## % & #( ) % % % () ) ( %

&! +! # ## % & #( ) % % % () ) ( % &! +! # ## % & #( ) % % % () ) ( % &! +! # ## % & #( ) % % % () ) ( % ,. /, / 0 0 1,! # % & ( ) + /, 2 3 4 5 6 7 8 6 6 9 : / ;. ; % % % % %. ) >? > /,,

More information

08-01.indd

08-01.indd 1 02 04 08 14 20 27 31 35 40 43 51 57 60 07 26 30 39 50 56 65 65 67 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 ω ρ ε 23 λ ω < 1 ω < 1 ω > 0 24 25 26 27 28 29 30 31 ρ 1 ρ σ b a x x i +3 x i

More information

MRR, (Tokyo Stock Exchange) (Toronto Stock Exchange),, (limit order),,, (limit order book),, Glosten(1994) Rock(1996) Seppi(1997) Foucault(1999),,, (2

MRR, (Tokyo Stock Exchange) (Toronto Stock Exchange),, (limit order),,, (limit order book),, Glosten(1994) Rock(1996) Seppi(1997) Foucault(1999),,, (2 * MRR, MRR, A, ( ) MRR, ;,, MRR, MRR, A MRR JEL G11 G12 G14 ( ) ( ) ( ),, 1980,,,, Demsetz(1968), Smidt(1971) Garman(1976) Amihud and Mendelson(1980) O Hara and Oldfield(1986) Madhavan and Smidt(1993),

More information

!! )!!! +,./ 0 1 +, 2 3 4, # 8,2 6, 2 6,,2 6, 2 6 3,2 6 5, 2 6 3, 2 6 9!, , 2 6 9, 2 3 9, 2 6 9,

!! )!!! +,./ 0 1 +, 2 3 4, # 8,2 6, 2 6,,2 6, 2 6 3,2 6 5, 2 6 3, 2 6 9!, , 2 6 9, 2 3 9, 2 6 9, ! # !! )!!! +,./ 0 1 +, 2 3 4, 23 3 5 67 # 8,2 6, 2 6,,2 6, 2 6 3,2 6 5, 2 6 3, 2 6 9!, 2 6 65, 2 6 9, 2 3 9, 2 6 9, 2 6 3 5 , 2 6 2, 2 6, 2 6 2, 2 6!!!, 2, 4 # : :, 2 6.! # ; /< = > /?, 2 3! 9 ! #!,!!#.,

More information

: ; # 7 ( 8 7

: ; # 7 ( 8 7 (! # % & ( ) +,. / +. 0 0 ) 1. 2 3 +4 1/,5,6 )/ ) 7 7 8 9 : ; 7 8 7 # 7 ( 8 7 ; ;! #! % & % ( # ) % + # # #, # % + &! #!. #! # # / 0 ( / / 0! #,. # 0(! #,. # 0!. # 0 0 7 7 < = # ; & % ) (, ) ) ) ) ) )!

More information

4= 8 4 < 4 ϑ = 4 ϑ ; 4 4= = 8 : 4 < : 4 < Κ : 4 ϑ ; : = 4 4 : ;

4= 8 4 < 4 ϑ = 4 ϑ ; 4 4= = 8 : 4 < : 4 < Κ : 4 ϑ ; : = 4 4 : ; ! #! % & ( ) +!, + +!. / 0 /, 2 ) 3 4 5 6 7 8 8 8 9 : 9 ;< 9 = = = 4 ) > (/?08 4 ; ; 8 Β Χ 2 ΔΔ2 4 4 8 4 8 4 8 Ε Φ Α, 3Γ Η Ι 4 ϑ 8 4 ϑ 8 4 8 4 < 8 4 5 8 4 4

More information

Π Ρ! #! % & #! (! )! + %!!. / 0% # 0 2 3 3 4 7 8 9 Δ5?? 5 9? Κ :5 5 7 < 7 Δ 7 9 :5? / + 0 5 6 6 7 : ; 7 < = >? : Α8 5 > :9 Β 5 Χ : = 8 + ΑΔ? 9 Β Ε 9 = 9? : ; : Α 5 9 7 3 5 > 5 Δ > Β Χ < :? 3 9? 5 Χ 9 Β

More information

., /,, 0!, + & )!. + + (, &, & 1 & ) ) 2 2 ) 1! 2 2

., /,, 0!, + & )!. + + (, &, & 1 & ) ) 2 2 ) 1! 2 2 ! # &!! ) ( +, ., /,, 0!, + & )!. + + (, &, & 1 & ) ) 2 2 ) 1! 2 2 ! 2 2 & & 1 3! 3, 4 45!, 2! # 1 # ( &, 2 &, # 7 + 4 3 ) 8. 9 9 : ; 4 ), 1!! 4 4 &1 &,, 2! & 1 2 1! 1! 1 & 2, & 2 & < )4 )! /! 4 4 &! &,

More information

, ( 6 7 8! 9! (, 4 : : ; 0.<. = (>!? Α% ), Β 0< Χ 0< Χ 2 Δ Ε Φ( 7 Γ Β Δ Η7 (7 Ι + ) ϑ!, 4 0 / / 2 / / < 5 02

, ( 6 7 8! 9! (, 4 : : ; 0.<. = (>!? Α% ), Β 0< Χ 0< Χ 2 Δ Ε Φ( 7 Γ Β Δ Η7 (7 Ι + ) ϑ!, 4 0 / / 2 / / < 5 02 ! # % & ( ) +, ) %,! # % & ( ( ) +,. / / 01 23 01 4, 0/ / 5 0 , ( 6 7 8! 9! (, 4 : : ; 0.!? Α% ), Β 0< Χ 0< Χ 2 Δ Ε Φ( 7 Γ Β Δ 5 3 3 5 3 1 Η7 (7 Ι + ) ϑ!, 4 0 / / 2 / 3 0 0 / < 5 02 Ν!.! %) / 0

More information

# # # #!! % &! # % 6 & () ) &+ & ( & +, () + 0. / & / &1 / &1, & ( ( & +. 4 / &1 5,

# # # #!! % &! # % 6 & () ) &+ & ( & +, () + 0. / & / &1 / &1, & ( ( & +. 4 / &1 5, # # # #!! % &! # % 6 & () ) &+ & ( & +, () + 0. / & / &1 / &1, & ( 0 2 3 ( & +. 4 / &1 5, !! & 6 7! 6! &1 + 51, (,1 ( 5& (5( (5 & &1 8. +5 &1 +,,( ! (! 6 9/: ;/:! % 7 3 &1 + ( & &, ( && ( )

More information

untitled

untitled 1 2003 2 34 U L S 5 20022000 1 2 n n t t L = v r 100 = 1 t = 1 t v t tt-r t 3 1SHFE 4 2SHFE 5 6 KW DF Pr > KW KW DF Pr > KW 3 7 8 4 9 10 SHFE 1 r t+i t i t m 2 1/2 rti, i= 1 σ = ( ) t m 11 2 ADF τ Pr>

More information

8 9 8 Δ 9 = 1 Η Ι4 ϑ< Κ Λ 3ϑ 3 >1Ε Μ Ε 8 > = 8 9 =

8 9 8 Δ 9 = 1 Η Ι4 ϑ< Κ Λ 3ϑ 3 >1Ε Μ Ε 8 > = 8 9 = !! % & ( & ),,., / 0 1. 0 0 3 4 0 5 3 6!! 7 8 9 8!! : ; < = > :? Α 4 8 9 < Β Β : Δ Ε Δ Α = 819 = Γ 8 9 8 Δ 9 = 1 Η Ι4 ϑ< Κ Λ 3ϑ 3 >1Ε 8 9 0 Μ Ε 8 > 9 8 9 = 8 9 = 819 8 9 =

More information

/ Ν #, Ο / ( = Π 2Θ Ε2 Ρ Σ Π 2 Θ Ε Θ Ρ Π 2Θ ϑ2 Ρ Π 2 Θ ϑ2 Ρ Π 23 8 Ρ Π 2 Θϑ 2 Ρ Σ Σ Μ Π 2 Θ 3 Θ Ρ Κ2 Σ Π 2 Θ 3 Θ Ρ Κ Η Σ Π 2 ϑ Η 2 Ρ Π Ρ Π 2 ϑ Θ Κ Ρ Π

/ Ν #, Ο / ( = Π 2Θ Ε2 Ρ Σ Π 2 Θ Ε Θ Ρ Π 2Θ ϑ2 Ρ Π 2 Θ ϑ2 Ρ Π 23 8 Ρ Π 2 Θϑ 2 Ρ Σ Σ Μ Π 2 Θ 3 Θ Ρ Κ2 Σ Π 2 Θ 3 Θ Ρ Κ Η Σ Π 2 ϑ Η 2 Ρ Π Ρ Π 2 ϑ Θ Κ Ρ Π ! # #! % & ( ) % # # +, % #. % ( # / ) % 0 1 + ) % 2 3 3 3 4 5 6 # 7 % 0 8 + % 8 + 9 ) 9 # % : ; + % 5! + )+)#. + + < ) ( # )# < # # % 0 < % + % + < + ) = ( 0 ) # + + # % )#!# +), (? ( # +) # + ( +. #!,

More information

07-3.indd

07-3.indd 1 2 3 4 5 6 7 08 11 19 26 31 35 38 47 52 59 64 67 73 10 18 29 76 77 78 79 81 84 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48

More information

%% &% %% %% %% % () (! #! %!!!!!!!%! # %& ( % & ) +, # (.. /,) %& 0

%% &% %% %% %% % () (! #! %!!!!!!!%! # %& ( % & ) +, # (.. /,) %& 0 !! # # %% &% %% %% %% % () (! #! %!!!!!!!%! # %& ( % & ) +, # (.. /,) %& 0 +! (%& / 1! 2 %& % & 0/ / %& + (.%.%, %& % %& )& % %& ) 3, &, 5, % &. ) 4 4 4 %& / , %& ).. % # 6 /0 % &. & %& ) % %& 0.!!! %&

More information

! + +, ) % %.!&!, /! 0! 0 # ( ( # (,, # ( % 1 2 ) (, ( 4! 0 & 2 /, # # ( &

! + +, ) % %.!&!, /! 0! 0 # ( ( # (,, # ( % 1 2 ) (, ( 4! 0 & 2 /, # # ( & ! # %! &! #!! %! %! & %! &! & ( %! & #! & )! & & + ) +!!, + ! + +, ) % %.!&!, /! 0! 0 # ( ( # (,, # ( % 1 2 ) (, 3 0 1 ( 4! 0 & 2 /, # # ( 1 5 2 1 & % # # ( #! 0 ) + 4 +, 0 #,!, + 0 2 ), +! 0! 4, +! (!

More information

!!! #! )! ( %!! #!%! % + % & & ( )) % & & #! & )! ( %! ),,, )

!!! #! )! ( %!! #!%! % + % & & ( )) % & & #! & )! ( %! ),,, ) ! # % & # % ( ) & + + !!! #! )! ( %!! #!%! % + % & & ( )) % & & #! & )! ( %! ),,, ) 6 # / 0 1 + ) ( + 3 0 ( 1 1( ) ) ( 0 ) 4 ( ) 1 1 0 ( ( ) 1 / ) ( 1 ( 0 ) ) + ( ( 0 ) 0 0 ( / / ) ( ( ) ( 5 ( 0 + 0 +

More information

Β 8 Α ) ; %! #?! > 8 8 Χ Δ Ε ΦΦ Ε Γ Δ Ε Η Η Ι Ε ϑ 8 9 :! 9 9 & ϑ Κ & ϑ Λ &! &!! 4!! Μ Α!! ϑ Β & Ν Λ Κ Λ Ο Λ 8! % & Π Θ Φ & Ρ Θ & Θ & Σ ΠΕ # & Θ Θ Σ Ε

Β 8 Α ) ; %! #?! > 8 8 Χ Δ Ε ΦΦ Ε Γ Δ Ε Η Η Ι Ε ϑ 8 9 :! 9 9 & ϑ Κ & ϑ Λ &! &!! 4!! Μ Α!! ϑ Β & Ν Λ Κ Λ Ο Λ 8! % & Π Θ Φ & Ρ Θ & Θ & Σ ΠΕ # & Θ Θ Σ Ε ! #!! % & ( ) +,. /. 0,(,, 2 4! 6! #!!! 8! &! % # & # &! 9 8 9 # : : : : :!! 9 8 9 # #! %! ; &! % + & + & < = 8 > 9 #!!? Α!#!9 Α 8 8!!! 8!%! 8! 8 Β 8 Α ) ; %! #?! > 8 8 Χ Δ Ε ΦΦ Ε Γ Δ Ε Η Η Ι Ε ϑ 8 9 :!

More information

8 9 < ; ; = < ; : < ;! 8 9 % ; ϑ 8 9 <; < 8 9 <! 89! Ε Χ ϑ! ϑ! ϑ < ϑ 8 9 : ϑ ϑ 89 9 ϑ ϑ! ϑ! < ϑ < = 8 9 Χ ϑ!! <! 8 9 ΧΧ ϑ! < < < < = 8 9 <! = 8 9 <! <

8 9 < ; ; = < ; : < ;! 8 9 % ; ϑ 8 9 <; < 8 9 <! 89! Ε Χ ϑ! ϑ! ϑ < ϑ 8 9 : ϑ ϑ 89 9 ϑ ϑ! ϑ! < ϑ < = 8 9 Χ ϑ!! <! 8 9 ΧΧ ϑ! < < < < = 8 9 <! = 8 9 <! < ! # % ( ) ( +, +. ( / 0 1) ( 2 1 1 + ( 3 4 5 6 7! 89 : ; 8 < ; ; = 9 ; ; 8 < = 9! ; >? 8 = 9 < : ; 8 < ; ; = 9 8 9 = : : ; = 8 9 = < 8 < 9 Α 8 9 =; %Β Β ; ; Χ ; < ; = :; Δ Ε Γ Δ Γ Ι 8 9 < ; ; = < ; :

More information

) Μ <Κ 1 > < # % & ( ) % > Χ < > Δ Χ < > < > / 7 ϑ Ν < Δ 7 ϑ Ν > < 8 ) %2 ): > < Ο Ε 4 Π : 2 Θ >? / Γ Ι) = =? Γ Α Ι Ρ ;2 < 7 Σ6 )> Ι= Η < Λ 2 % & 1 &

) Μ <Κ 1 > < # % & ( ) % > Χ < > Δ Χ < > < > / 7 ϑ Ν < Δ 7 ϑ Ν > < 8 ) %2 ): > < Ο Ε 4 Π : 2 Θ >? / Γ Ι) = =? Γ Α Ι Ρ ;2 < 7 Σ6 )> Ι= Η < Λ 2 % & 1 & ! # % & ( ) % + ),. / & 0 1 + 2. 3 ) +.! 4 5 2 2 & 5 0 67 1) 8 9 6.! :. ;. + 9 < = = = = / >? Α ) /= Β Χ Β Δ Ε Β Ε / Χ ΦΓ Χ Η Ι = = = / = = = Β < ( # % & ( ) % + ),. > (? Φ?? Γ? ) Μ

More information

2009 2,,, 1 : (1), ; (2) ( DNR GKN),, ; (3),, ; (4) ( DNR GH VAR), ; (5),,, ; (6) ( ), VAR 1 GH DNR MRR GKN VAR LSB Glosten and Harris, 1988 De Jong e

2009 2,,, 1 : (1), ; (2) ( DNR GKN),, ; (3),, ; (4) ( DNR GH VAR), ; (5),,, ; (6) ( ), VAR 1 GH DNR MRR GKN VAR LSB Glosten and Harris, 1988 De Jong e : :,,, :, ;, ; L,, :,, Stoll (1989),,,,, ( Ho and Stoll, 1981),, Bagehot (1971) Copeland and Galai (1983) Glosten and Milgrom(1985),,,,,,,1,, : 3,, :310018, :szhcy @tom. com ;,, :518001, :luzonghui @guosen.

More information

> # ) Β Χ Χ 7 Δ Ε Φ Γ 5 Η Γ + Ι + ϑ Κ 7 # + 7 Φ 0 Ε Φ # Ε + Φ, Κ + ( Λ # Γ Κ Γ # Κ Μ 0 Ν Ο Κ Ι Π, Ι Π Θ Κ Ι Π ; 4 # Ι Π Η Κ Ι Π. Ο Κ Ι ;. Ο Κ Ι Π 2 Η

> # ) Β Χ Χ 7 Δ Ε Φ Γ 5 Η Γ + Ι + ϑ Κ 7 # + 7 Φ 0 Ε Φ # Ε + Φ, Κ + ( Λ # Γ Κ Γ # Κ Μ 0 Ν Ο Κ Ι Π, Ι Π Θ Κ Ι Π ; 4 # Ι Π Η Κ Ι Π. Ο Κ Ι ;. Ο Κ Ι Π 2 Η 1 )/ 2 & +! # % & ( ) +, + # # %. /& 0 4 # 5 6 7 8 9 6 : : : ; ; < = > < # ) Β Χ Χ 7 Δ Ε Φ Γ 5 Η Γ + Ι + ϑ Κ 7 # + 7 Φ 0 Ε Φ # Ε + Φ, Κ + ( Λ # Γ Κ Γ #

More information

8 9,,,,, :,De Long (91), Huang Stoll (96) Berkman Eleswarapu (98),, 5,,,, ;, Stoll (),,, ;,,,, yle (85),,,,,,, ;,,, ;,,, Glosten Milgrom(85),,,,, Adma

8 9,,,,, :,De Long (91), Huang Stoll (96) Berkman Eleswarapu (98),, 5,,,, ;, Stoll (),,, ;,,,, yle (85),,,,,,, ;,,, ;,,, Glosten Milgrom(85),,,,, Adma : 3 :, 5,,,,: ;,; ;,,,, : Black (86),,,,,, Fama (7,91),, ;,,,, De Long (9) Shleifer Vishny (97) Shleifer (),,,,, (limited arbitrage),,,,, (Bloomfiled et al,8),( ),,,,,, 3,,:56,:tdsu @jnu. edu. cn,, (75765)

More information

第12章_下_-随机微分方程与扩散.doc

第12章_下_-随机微分方程与扩散.doc Ω, F, P } B B ω, ω Ω { B ω ω Φ ω Φ Φ Φ ω ω B ω Φ Φ ω B ω [, ] < L < l l J l ω Φ ω B ω B ω Φ ω B ω l J ω l J ω Φ B l J ω l ω J 343 J J ω, ω Ω } { B : B J B ε > l P ω η ω > ε J Φ ω B ω Φ B η ΦB J, ] B B

More information

. /!Ι Γ 3 ϑκ, / Ι Ι Ι Λ, Λ +Ι Λ +Ι

. /!Ι Γ 3 ϑκ, / Ι Ι Ι Λ, Λ +Ι Λ +Ι ! # % & ( ) +,& ( + &. / 0 + 1 0 + 1,0 + 2 3., 0 4 2 /.,+ 5 6 / 78. 9: ; < = : > ; 9? : > Α

More information

2 2 Λ ϑ Δ Χ Δ Ι> 5 Λ Λ Χ Δ 5 Β. Δ Ι > Ε!!Χ ϑ : Χ Ε ϑ! ϑ Β Β Β ϑ Χ Β! Β Χ 5 ϑ Λ ϑ % < Μ / 4 Ν < 7 :. /. Ο 9 4 < / = Π 7 4 Η 7 4 =

2 2 Λ ϑ Δ Χ Δ Ι> 5 Λ Λ Χ Δ 5 Β. Δ Ι > Ε!!Χ ϑ : Χ Ε ϑ! ϑ Β Β Β ϑ Χ Β! Β Χ 5 ϑ Λ ϑ % < Μ / 4 Ν < 7 :. /. Ο 9 4 < / = Π 7 4 Η 7 4 = ! # % # & ( ) % # ( +, & % # ) % # (. / ). 1 2 3 4! 5 6 4. 7 8 9 4 : 2 ; 4 < = = 2 >9 3? & 5 5 Α Α 1 Β ΧΔ Ε Α Φ 7 Γ 9Η 8 Δ Ι > Δ / ϑ Κ Α Χ Ε ϑ Λ ϑ 2 2 Λ ϑ Δ Χ Δ Ι> 5 Λ Λ Χ Δ 5 Β. Δ Ι > Ε!!Χ ϑ : Χ Ε ϑ!

More information

Taiwan Fuures Exchange, TAIFEX TAIFEX Taiwan Sock Index Fuures 00 4 expiraion eec S&P 500 ( ). Kawaller, Koch and Koch 987 S&P

Taiwan Fuures Exchange, TAIFEX TAIFEX Taiwan Sock Index Fuures 00 4 expiraion eec S&P 500 ( ). Kawaller, Koch and Koch 987 S&P 004 May, 0 pp99-8 leehero00@yahoo.com.w 00 4 00 4 003 8 3 45 ( ) ADF ( ) Granger ( ) (VAR) (SSM) : Sudy o an invesigaion o he relaionship among Taiwan s Spo, Fuures and Opions prices -The Applicaion o

More information

= Υ Ξ & 9 = ) %. Ο) Δ Υ Ψ &Ο. 05 3; Ι Ι + 4) &Υ ϑ% Ο ) Χ Υ &! 7) &Ξ) Ζ) 9 [ )!! Τ 9 = Δ Υ Δ Υ Ψ (

= Υ Ξ & 9 = ) %. Ο) Δ Υ Ψ &Ο. 05 3; Ι Ι + 4) &Υ ϑ% Ο ) Χ Υ &! 7) &Ξ) Ζ) 9 [ )!! Τ 9 = Δ Υ Δ Υ Ψ ( ! # %! & (!! ) +, %. ( +/ 0 1 2 3. 4 5 6 78 9 9 +, : % % : < = % ;. % > &? 9! ) Α Β% Χ %/ 3. Δ 8 ( %.. + 2 ( Φ, % Γ Η. 6 Γ Φ, Ι Χ % / Γ 3 ϑκ 2 5 6 Χ8 9 9 Λ % 2 Χ & % ;. % 9 9 Μ3 Ν 1 Μ 3 Φ Λ 3 Φ ) Χ. 0

More information

9!!!! #!! : ;!! <! #! # & # (! )! & ( # # #+

9!!!! #!! : ;!! <! #! # & # (! )! & ( # # #+ ! #! &!! # () +( +, + ) + (. ) / 0 1 2 1 3 4 1 2 3 4 1 51 0 6. 6 (78 1 & 9!!!! #!! : ;!! ? &! : < < &? < Α!!&! : Χ / #! : Β??. Δ?. ; ;

More information

4 # = # 4 Γ = 4 0 = 4 = 4 = Η, 6 3 Ι ; 9 Β Δ : 8 9 Χ Χ ϑ 6 Κ Δ ) Χ 8 Λ 6 ;3 Ι 6 Χ Δ : Χ 9 Χ Χ ϑ 6 Κ

4 # = # 4 Γ = 4 0 = 4 = 4 = Η, 6 3 Ι ; 9 Β Δ : 8 9 Χ Χ ϑ 6 Κ Δ ) Χ 8 Λ 6 ;3 Ι 6 Χ Δ : Χ 9 Χ Χ ϑ 6 Κ ! # % & & ( ) +, %. % / 0 / 2 3! # 4 ) 567 68 5 9 9 : ; > >? 3 6 7 : 9 9 7 4! Α = 42 6Β 3 Χ = 42 3 6 3 3 = 42 : 0 3 3 = 42 Δ 3 Β : 0 3 Χ 3 = 42 Χ Β Χ 6 9 = 4 =, ( 9 6 9 75 3 6 7 +. / 9

More information

.., + +, +, +, +, +, +,! # # % ( % ( / 0!% ( %! %! % # (!) %!%! # (!!# % ) # (!! # )! % +,! ) ) &.. 1. # % 1 ) 2 % 2 1 #% %! ( & # +! %, %. #( # ( 1 (

.., + +, +, +, +, +, +,! # # % ( % ( / 0!% ( %! %! % # (!) %!%! # (!!# % ) # (!! # )! % +,! ) ) &.. 1. # % 1 ) 2 % 2 1 #% %! ( & # +! %, %. #( # ( 1 ( ! # %! % &! # %#!! #! %!% &! # (!! # )! %!! ) &!! +!( ), ( .., + +, +, +, +, +, +,! # # % ( % ( / 0!% ( %! %! % # (!) %!%! # (!!# % ) # (!! # )! % +,! ) ) &.. 1. # % 1 ) 2 % 2 1 #% %! ( & # +! %, %. #(

More information

# % & ) ) & + %,!# & + #. / / & ) 0 / 1! 2

# % & ) ) & + %,!# & + #. / / & ) 0 / 1! 2 !!! #! # % & ) ) & + %,!# & + #. / / & ) 0 / 1! 2 % ) 1 1 3 1 4 5 % #! 2! 1,!!! /+, +!& 2! 2! / # / 6 2 6 3 1 2 4 # / &!/ % ). 1!!! &! & 7 2 7! 7 6 7 3 & 1 2 % # ) / / 8 2 6,!!! /+, +! & 2 9! 3 1!! % %

More information

untitled

untitled RESEARCH REPORT 1 2 3 2004625 1 2 FIBV1998 Benchmarking Analysis of Stock Exchange Trading 1 2001 FIBV 1 2 3 4 5 1 1. 2 2 2. 3. 2 3 1 23 4 5 6 3 Cohen Schwartz, 1989 Stoll, 1985 Madhavan1992 7 CA

More information

國家圖書館典藏電子全文

國家圖書館典藏電子全文 昰 1 2 3 4 5 6 Logit Logit Logit 7 昰 Logit 1968 Washington, D.C. 8 9 巣 10 11 巣 巣 巣 巣 12 13 S U j f ( Z, S ) j j U j Z j S U j > U, j j, k C.. (2-2) k i Ci i 14 15 S Z ), ( S Z U ),, ( Pr ) ( C k j j U U

More information

untitled

untitled RESEARCH REPORT 1 2 3 4 5 1 2 3 Selection Criteria Effect Hypothesis 4 5 3 180 180 2002-12-18 2003-01-02 10 18 18 2003-06-13 2003-07-01 12 18 18 2003-12-16 2004-01-02 12 18 18 2004-06-15 2004-07-01 12

More information

! # %! #! #! # % + &, % % ) %. /! # 0 1

! # %! #! #! # % + &, % % ) %. /! # 0 1 ! # %! #! #! # % + &, % % ) %. /! # 0 1 2 32 % 4! #! # 4 4 2 32 4 4! # 2 32 ! # % 2 5 2 32 % % 6 2 7 8 %! 6 # %3 3 9 % /, 9 % 2 % % 3 #7 9 % 2 8 7 2 % 3 7 7 7 8 7 7 7 7 3 9 8 8 % 3! # 7 12 1191 1 ; % %

More information

中国土壤氡概况第一章.doc

中国土壤氡概况第一章.doc i 2003~2005 γ 500 18 ( ) ( ) (CIP) /. 2006 ISBN 7-03-016791-0 I. II. III. - - IV. S153.6 CIP (2006) 003453 2006 8 787 1092 1/16 * 2006 8 18 1/4 4 1~1 800 411 000 48.00 ( ) ii iii iv (GB 50325 2001) 5 2003

More information

深圳股票市场稳定性研究报告

深圳股票市场稳定性研究报告 2003. 2. 13 0067 (1) (2) S&P500 (1) 1997 S&P500 1997 (2) 1998 1999 S&P500 2000 S&P500 (3) S&P500 65% S&P500 40% (4) 1997 S&P500 SWITCH-ARCH (1) (2) 1997 (3) ST PT B (1) (2) (3) (4) ST PT I....5 II....9

More information

现代天文学7.ppt

现代天文学7.ppt 1983 1983 1 H 1 He 4 C 12 O 16 1 2 6 8 X A Z 2 19 α β γ F ( g) = Gmm' / d 2 F ( e) = qq' / d 2 F( e) / F( g) = 2.3 10 39 1919 α, 1930 α Be 3 4 6 6 4 4.0291 4.0015 0.0276 E=mc 2 4.12 10

More information

cumcm0206.PDF

cumcm0206.PDF 6 : 00 attract sgod attract 9 4 3 9 60 7 6+ 60 7 60 7 60 7 6 0 6+ 0 9 6 0 4 33 7 0~33 33 7 6 0~33 7 36 6+ 0~36 36 6 30 0~36 7 50% 60 500 [( ) - ] 3 3 6 K F F µ ( = LK ) R ( = L ) r ( = L ) P P w W ( =

More information

Ⅰ Ⅱ 1 2 Ⅲ Ⅳ

Ⅰ Ⅱ 1 2 Ⅲ Ⅳ Ⅰ Ⅱ 1 2 Ⅲ Ⅳ !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!

More information

untitled

untitled 4 y l y y y l,, (, ) ' ( ) ' ( ) y, y f ) ( () f f ( ) (l ) t l t lt l f ( t) f ( ) t l f ( ) d (l ) C f ( ) C, f ( ) (l ) L y dy yd π y L y cosθ, π θ : siθ, π yd dy L [ cosθ cosθ siθ siθ ] dθ π π π si

More information

# #! ) ( ( +,! %,! ( # # %& % ( ) +! +, +. /

# #! ) ( ( +,! %,! ( # # %& % ( ) +! +, +. / ! ( ) # # % % ( % % %! % % & % # #! ) ( ( +,! %,! ( # # %& % ( ) +! +, +. / 12 23 4 5 6 7 3.! (. ( / ( ) ). 1.12 ( 4 4 % & &!7 % (!!!!, (! % !!! % %!,! ( & (!! 8!!!,!!+!! & !!%! & 9 3 3 :;

More information

《分析化学辞典》_数据处理条目_1.DOC

《分析化学辞典》_数据处理条目_1.DOC 3 4 5 6 7 χ χ m.303 B = f log f log C = m f = = m = f m C = + 3( m ) f = f f = m = f f = n n m B χ α χ α,( m ) H µ σ H 0 µ = µ H σ = 0 σ H µ µ H σ σ α H0 H α 0 H0 H0 H H 0 H 0 8 = σ σ σ = ( n ) σ n σ /

More information

交易所网站定位.doc

交易所网站定位.doc 1 2 3 4 5 6 7 8 a FMV Var FMV C Cov FMV Var FMV C Cov JFMV Var JFMV C Cov a = = = = ) ) α α α α ) ( ), ( ) ( ), ( ) ( ), ( 2 9 10 11 12 13 = 0 0 1 0 1 0 1 1 0 0 1 1 q p q p q p q p q p q p 14 15 0 D1=

More information

Wind.NET基金分析算法说明

Wind.NET基金分析算法说明 Wind.NET Shanghai Wind Information Co., Ltd. : 33 9 Zip: 20020 Tel: (862) 6888 2280 Fax: (862) 6888 228 Email: sales@wind.com.cn http://www.wind.com.cn ... 2...2 3...5...5...6...7...8...9... 4... 2...2...3...4...5...6...7...8...9

More information

% & :?8 & : 3 ; Λ 3 3 # % & ( ) + ) # ( ), ( ) ). ) / & /:. + ( ;< / 0 ( + / = > = =? 2 & /:. + ( ; < % >=? ) 2 5 > =? 2 Α 1 Β 1 + Α

% & :?8 & : 3 ; Λ 3 3 # % & ( ) + ) # ( ), ( ) ). ) / & /:. + ( ;< / 0 ( + / = > = =? 2 & /:. + ( ; < % >=? ) 2 5 > =? 2 Α 1 Β 1 + Α # % & ( ) # +,. / 0 1 2 /0 1 0 3 4 # 5 7 8 / 9 # & : 9 ; & < 9 = = ;.5 : < 9 98 & : 9 %& : < 9 2. = & : > 7; 9 & # 3 2

More information

untitled

untitled 2000 1 1975 Quote-driven SystemOrder-driven System 1999 2000 2000 2000 2000 2000 1999 2 3 r it rit = ln pit ln pi, t 1 p p it i, t 1 1 2 Kyle1985 4 4 1BreadthWidth 2 (Depth) (Order Book)3Resiliency 4(Immediacy)

More information

untitled

untitled 26 2006 年 5 251~262 數 易 理 利 不 EGARCH 料 2003 年 1 1 2004 年 12 31 483 數 數 料 數 料 來 易 兩 領 落 1. 數 2. 數 不 易 EGARCH 論 金 數 WTO 金 流 金 金流 度 更 金 數 流 數 契 易 易來 例 易 了 易 易 易 數 行 數 易 易 領 來 了 數 參 來 不 易 易 251 26 易 更 易 利

More information

! Β Β? Β ( >?? >? %? Γ Β? %? % % %? Χ Η Ιϑ Κ 5 8 Λ 9. Μ Ν Ο Χ? Π Β # % Χ Χ Θ Ρ% Ρ% Θ!??? % < & Θ

! Β Β? Β ( >?? >? %? Γ Β? %? % % %? Χ Η Ιϑ Κ 5 8 Λ 9. Μ Ν Ο Χ? Π Β # % Χ Χ Θ Ρ% Ρ% Θ!??? % < & Θ ! # % & ( ) +,. / 0 1 + 2. 3 4. 56. / 7 89 8.,6 2 ; # ( ( ; ( ( ( # ? >? % > 64 5 5Α5. Α 8/ 56 5 9. > Β 8. / Χ 8 9 9 5 Δ Ε 5, 9 8 2 3 8 //5 5! Α 8/ 56/ 9. Φ ( < % < ( > < ( %! # ! Β Β? Β ( >?? >?

More information

, & % # & # # & % & + # & # # # & # % #,

, & % # & # # & % & + # & # # # & # % #, ! # #! % # & # & & ( ( # ) % , & % # & # # & % & + # & # # # & # % #, # % % # % # ) % # % % # % # # % # % # + # % ( ( # % & & & & & & % & & # % # % & & % % % . % # / & & # 0 ) & # % & % ( # # & & & # #

More information

Α 3 Α 2Η # # > # 8 6 5# Ι + ϑ Κ Ι Ι Ι Η Β Β Β Β Β Β ΔΕ Β Β Γ 8 < Φ Α Α # >, 0 Η Λ Μ Ν Ο Β 8 1 Β Π Θ 1 Π Β 0 Λ Μ 1 Ρ 0 Μ ϑ Σ ϑ Τ Ο Λ 8 ϑ

Α 3 Α 2Η # # > # 8 6 5# Ι + ϑ Κ Ι Ι Ι Η Β Β Β Β Β Β ΔΕ Β Β Γ 8 < Φ Α Α # >, 0 Η Λ Μ Ν Ο Β 8 1 Β Π Θ 1 Π Β 0 Λ Μ 1 Ρ 0 Μ ϑ Σ ϑ Τ Ο Λ 8 ϑ ! # % & ( ) % + ( ), & ). % & /. % 0 1!! 2 3 4 5# 6 7 8 3 5 5 9 # 8 3 3 2 4 # 3 # # 3 # 3 # 3 # 3 # # # ( 3 # # 3 5 # # 8 3 6 # # # # # 8 5# :;< 6#! 6 =! 6 > > 3 2?0 1 4 3 4! 6 Α 3 Α 2Η4 3 3 2 4 # # >

More information

( ) (! +)! #! () % + + %, +,!#! # # % + +!

( ) (! +)! #! () % + + %, +,!#! # # % + +! !! # % & & & &! # # % ( ) (! +)! #! () % + + %, +,!#! # # % + +! ! %!!.! /, ()!!# 0 12!# # 0 % 1 ( ) #3 % & & () (, 3)! #% % 4 % + +! (!, ), %, (!!) (! 3 )!, 1 4 ( ) % % + % %!%! # # !)! % &! % () (! %

More information

Ψ! Θ! Χ Σ! Υ Χ Ω Σ Ξ Ψ Χ Ξ Ζ Κ < < Κ Ζ [Ψ Σ Ξ [ Σ Ξ Χ!! Σ > _ Κ 5 6!< < < 6!< < α Χ Σ β,! Χ! Σ ; _!! Χ! Χ Ζ Σ < Ω <!! ; _!! Χ Υ! Σ!!!! ββ /β χ <

Ψ! Θ! Χ Σ! Υ Χ Ω Σ Ξ Ψ Χ Ξ Ζ Κ < < Κ Ζ [Ψ Σ Ξ [ Σ Ξ Χ!! Σ > _ Κ 5 6!< < < 6!< < α Χ Σ β,! Χ! Σ ; _!! Χ! Χ Ζ Σ < Ω <!! ; _!! Χ Υ! Σ!!!! ββ /β χ < ! # %!! ( (! +,. /0 0 1 2,34 + 5 6 7,3. 7, 8, 2 7 + 1 9 #. 3 : + ; + 5 83 8 % 8 2 ; , 1 1 8 2 =? : + 2 = 2 = Α 1,!. Β 3 + 5 Χ Β Β

More information

第一章 绪论

第一章  绪论 1-1 1-1 1-5 0.05 1-6 1 60mm 1.5W/(m K) 5-5 m C 1-7 1cm, 0 m 1.04W/(m K) C C 50 50 4.09 10 kj/kg C 1-9 =69 C f =0 w C =14mm d 80mm 8.5W 1-11 10mm 0 C 85 C ( ) 175 W m K 1mm 1-14 T0 0K T = w 50K ε = 0. 7

More information

untitled

untitled 5 55-% 8-8 8-5% - 7 7 U- lim lim u k k k u k k k k ` k u k k lim.7. 8 e e. e www.tighuatutor.com 5 79 755 [ e ] e e [ e ] e e e. --7 - u z dz d d dz u du d 8d d d d dz d d d d. 5-5 A E B BA B E B B BA

More information

; < 5 6 => 6 % = 5

; < 5 6 => 6 % = 5 ! # % ( ),,. / 0. 1, ) 2 3, 3+ 3 # 4 + % 5 6 67 5 6, 8 8 5 6 5 6 5 6 5 6 5 6 5 9! 7 9 9 6 : 6 ; 7 7 7 < 5 6 => 6 % = 5 Δ 5 6 ; Β ;? # Ε 6 = 6 Α Ε ; ; ; ; Φ Α Α Ε 0 Α Α Α Α Α Α Α Α Α Α Α Α Α Β Α Α Α Α Α

More information

9 : : ; 7 % 8

9 : : ; 7 % 8 ! 0 4 1 % # % & ( ) # + #, ( ) + ) ( ). / 2 3 %! 5 6 7! 8 6 7 5 9 9 : 6 7 8 : 17 8 7 8 ; 7 % 8 % 8 ; % % 8 7 > : < % % 7! = = = : = 8 > > ; 7 Ε Β Β % 17 7 :! # # %& & ( ) + %&, %& ) # 8. / 0. 1 2 3 4 5

More information

% % %/ + ) &,. ) ) (!

% % %/ + ) &,. ) ) (! ! ( ) + & # % % % %/ + ) &,. ) ) (! 1 2 0 3. 34 0 # & 5 # #% & 6 7 ( ) .)( #. 8!, ) + + < ; & ; & # : 0 9.. 0?. = > /! )( + < 4 +Χ Α # Β 0 Α ) Δ. % ΕΦ 5 1 +. # Ι Κ +,0. Α ϑ. + Ι4 Β Η 5 Γ 1 7 Μ,! 0 1 0

More information

《分析化学辞典》_数据处理条目_2.DOC

《分析化学辞典》_数据处理条目_2.DOC lg lg ) (lg µ lg lg lg g g g lg lg g lg g () f ma m ) ( ma f ) ( m f w w w w w / s s µ w sw w s w m s s m ( y Y ) w[ y ( a b Q w Q w w + Q w w a b )] a b H H H H H H α H α H H β H H H α H H α H H α α H

More information

untitled

untitled v = 2 gr 2 ( p h p a 9η ) v 2 gr 2 ( p h p a 9η = ) α = R 2 ω g 6-11 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 1-2- 3-4- 5-6- 7-8- 6-12 1. 2. 3. 1 4. 5. 2 6. 7. 8. 9. 310. 11. 4 12. 1 1 2 2 1. 2. 3. 6-16

More information

7 6 Η : Δ >! % 4 Τ & Β( Β) 5 &! Α Υ Υ 2 Η 7 %! Φ! Β! 7 : 7 9 Λ 9 :? : 9 Λ Λ 7 Φ! : > 9 : 7Δ 2 Η : 7 ΛΔ := ς : Ν 7 Λ Δ = Ν : Ν 7 ΛΔ : = Λ ς :9 Λ 7 Λ! Λ

7 6 Η : Δ >! % 4 Τ & Β( Β) 5 &! Α Υ Υ 2 Η 7 %! Φ! Β! 7 : 7 9 Λ 9 :? : 9 Λ Λ 7 Φ! : > 9 : 7Δ 2 Η : 7 ΛΔ := ς : Ν 7 Λ Δ = Ν : Ν 7 ΛΔ : = Λ ς :9 Λ 7 Λ! Λ ! % & ( ),. / & 0 1 & 2 1 // % & 3 0 4 5 ( 6( ) ( & 7 8 9:! ; < / 4 / 7 = : > : 8 > >? :! 0 1 & 7 8 Α :! 4 Β ( & Β ( ( 5 ) 6 Χ 8 Δ > 8 7:?! < 2 4 & Ε ; 0 Φ & % & 3 0 1 & 7 8 Α?! Γ ), Η % 6 Β% 3 Ι Β ϑ Ι

More information

Β Χ + Δ Ε /4 10 ) > : > 8 / 332 > 2 / 4 + Φ + Γ 0 4 Η / 8 / 332 / 2 / 4 + # + Ι + ϑ /) 5 >8 /3 2>2 / 4 + ( )( + 8 ; 8 / 8. 8 :

Β Χ + Δ Ε /4 10 ) > : > 8 / 332 > 2 / 4 + Φ + Γ 0 4 Η / 8 / 332 / 2 / 4 + # + Ι + ϑ /) 5 >8 /3 2>2 / 4 + ( )( + 8 ; 8 / 8. 8 : !! # % & % () + (. / 0 ) 1 233 /. / 4 2 0 2 + + 5. 2 / 6 ) 6. 0 ) 7. 8 1 6 / 2 9 2 :+ ; < 8 10 ; + + ( =0 41 6< / >0 7 0?2) 29 + +.. 81 6> Α 29 +8 Β Χ + Δ Ε /4 10 )+ 2 +. 8 1 6 > 2 9 2 : > 8 / 332 > 2

More information

< < ; : % & < % & > & % &? > & 5 % & ( ; & & % & Α Β + 8 ; Α9 Χ Δ () Χ Δ Ε 41 Φ # (Β % Γ : 9 Χ Δ Η +9 Χ Δ 2 9 Χ Δ 2 0 /? % & Ι 1 ϑ Κ 3 % & % & + 9 Β 9

< < ; : % & < % & > & % &? > & 5 % & ( ; & & % & Α Β + 8 ; Α9 Χ Δ () Χ Δ Ε 41 Φ # (Β % Γ : 9 Χ Δ Η +9 Χ Δ 2 9 Χ Δ 2 0 /? % & Ι 1 ϑ Κ 3 % & % & + 9 Β 9 !! #! % & ( ) +,. / 0 1 2 34 5 6 % & +7 % & 89 % & % & 79 % & : % & < < ; : % & < % & > & % &? > & 5 % & ( ; & & % & Α Β + 8 ; Α9 Χ Δ () Χ Δ Ε 41 Φ # (Β % Γ : 9 Χ Δ Η +9 Χ Δ 2 9 Χ Δ 2 0 /? % & Ι 1 ϑ Κ

More information

《金融评论》投稿 封面

《金融评论》投稿 封面 The Choice of he Inermediae Targe of Moneary Policy in China 968 993 5 0073 85957073683550599 yqzhang@cass.org.cn MM 994Q-008Q4 VECM M M GDPCPI M M M 007 VECM JEL E5C3E58 The Choice of he Inermediae Targe

More information

Α? Β / Χ 3 Δ Ε/ Ε 4? 4 Ε Φ? ΧΕ Γ Χ Η ΙΙ ϑ % Η < 3 Ε Φ Γ ΕΙΙ 3 Χ 3 Φ 4 Κ? 4 3 Χ Λ Μ 3 Γ Ε Φ ) Μ Ε Φ? 5 : < 6 5 % Λ < 6 5< > 6! 8 8 8! 9 9 9! 9 =! = 9!

Α? Β / Χ 3 Δ Ε/ Ε 4? 4 Ε Φ? ΧΕ Γ Χ Η ΙΙ ϑ % Η < 3 Ε Φ Γ ΕΙΙ 3 Χ 3 Φ 4 Κ? 4 3 Χ Λ Μ 3 Γ Ε Φ ) Μ Ε Φ? 5 : < 6 5 % Λ < 6 5< > 6! 8 8 8! 9 9 9! 9 =! = 9! # %!!! ( ) ( +, +. ( / 0 1) ( 21 1) ( 2 3 / 4!! 5 6 7 7! 8 8 9 : ; < 9 = < < :! : = 9 ; < = 8 9 < < = 9 8 : < >? % > % > % 8 5 6 % 9!9 9 : : : 9 Α % 9 Α? Β / Χ 3 Δ Ε/ Ε 4? 4 Ε Φ? ΧΕ Γ Χ Η ΙΙ ϑ % Η < 3

More information

(1) 3 (2) (3 ) 90 (3) 90 4 (1) (2) (3) ( ) (4)

(1) 3 (2) (3 ) 90 (3) 90 4 (1) (2) (3) ( ) (4) 200433 2002 03 1 ( ) ( ) 1997 1999 ( ) ( ) (Scholes, 1972) Shleifer (1986) Harris and Gruel(1986) 500(S&P500) ( ) ( ) ( ) ( ) 1990 12 1991 4 180 100 1 180 180 ( ) 180 2002 4 2002 7 1 180 2003 1 2 1995

More information

1#

1# ! # % & ( % + #,,. + /# + 0 1#. 2 2 3 4. 2 +! 5 + 6 0 7 #& 5 # 8 % 9 : ; < =# #% > 1?= # = Α 1# Β > Χ50 7 / Δ % # 50& 0 0= % 4 4 ; 2 Ε; %5 Β % &=Φ = % & = # Γ 0 0 Η = # 2 Ι Ι ; 9 Ι 2 2 2 ; 2 ;4 +, ϑ Α5#!

More information

untitled

untitled arctan lim ln +. 6 ( + ). arctan arctan + ln 6 lim lim lim y y ( ln ) lim 6 6 ( + ) y + y dy. d y yd + dy ln d + dy y ln d d dy, dy ln d, y + y y dy dy ln y+ + d d y y ln ( + ) + dy d dy ln d dy + d 7.

More information

( ) t ( ) ( ) ( ) ( ) ( ) t-

( ) t ( ) ( ) ( ) ( ) ( ) t- (Statistics). (Descriptive Statistics). (Inferential Statistics) (Inductive Statistics) ( ) t ( ) ( ) ( ) ( ) ( ) t- ( ) ( ) ( )? ( ) ( )? ( ) )?( t ) ( )? ( ) ( ) ( ) ( ) ( ) ( )? ( ) ( ) ( )? ( )?( t

More information

m0 m = v2 1 c 2 F G m m 1 2 = 2 r m L T = 2 π ( m g 4 ) m m = 1 F AC F BC r F r F l r = sin sinl l F = h d G + S 2 = t v h = t 2 l = v 2 t t h = v = at v = gt t 1 l 1 a t g = t sin α 1 1 a = gsinα

More information

( )

( ) ( ) * 22 2 29 2......................................... 2.2........................................ 3 3..................................... 3.2.............................. 3 2 4 2........................................

More information

10-03.indd

10-03.indd 1 03 06 12 14 16 18 é 19 21 23 25 28 30 35 40 45 05 22 27 48 49 50 51 2 3 4 é é í 5 é 6 7 8 9 10 11 12 13 14 15 16 17 18 19 é 20 21 22 23 ü ü ü ü ü ü ü ü ü 24 ü 25 26 27 28 29 30 31 32 33 34 35 36 37 38

More information

8 9 : < : 3, 1 4 < 8 3 = >? 4 =?,( 3 4 1( / =? =? : 3, : 4 9 / < 5 3, ; > 8? : 5 4 +? Α > 6 + > 3, > 5 <? 9 5 < =, Β >5

8 9 : < : 3, 1 4 < 8 3 = >? 4 =?,( 3 4 1( / =? =? : 3, : 4 9 / < 5 3, ; > 8? : 5 4 +? Α > 6 + > 3, > 5 <? 9 5 < =, Β >5 0 ( 1 0 % (! # % & ( ) + #,. / / % (! 3 4 5 5 5 3 4,( 7 8 9 /, 9 : 6, 9 5,9 8,9 7 5,9!,9 ; 6 / 9! # %#& 7 8 < 9 & 9 9 : < 5 ( ) 8 9 : < : 3, 1 4 < 8 3 = >? 4 =?,( 3 4 1( / =? =? : 3, : 4 9 / < 5 3, 5 4

More information

: ; 8 Β < : Β Δ Ο Λ Δ!! Μ Ν : ; < 8 Λ Δ Π Θ 9 : Θ = < : ; Δ < 46 < Λ Ρ 0Σ < Λ 0 Σ % Θ : ;? : : ; < < <Δ Θ Ν Τ Μ Ν? Λ Λ< Θ Ν Τ Μ Ν : ; ; 6 < Λ 0Σ 0Σ >

: ; 8 Β < : Β Δ Ο Λ Δ!! Μ Ν : ; < 8 Λ Δ Π Θ 9 : Θ = < : ; Δ < 46 < Λ Ρ 0Σ < Λ 0 Σ % Θ : ;? : : ; < < <Δ Θ Ν Τ Μ Ν? Λ Λ< Θ Ν Τ Μ Ν : ; ; 6 < Λ 0Σ 0Σ > ! # %& ( +, &. / ( 0 # 1# % & # 2 % & 4 5 67! 8 9 : ; < 8 = > 9? 8 < 9? Α,6 ΒΧ : Δ 8Ε 9 %: ; < ; ; Δ Φ ΓΗ Ιϑ 4 Κ6 : ; < < > : ; : ;!! Β : ; 8 Β < : Β Δ Ο Λ Δ!! Μ Ν : ; < 8 Λ Δ Π Θ 9 : Θ = < : ; Δ < 46

More information

!"!"!"# # $! $!%%& ( )*+, ( - %& - %"./!. - &! " # $ 0("1! 2)3!%%& %.//(( %"% - 4&%.&.55 & 5%% - 5"% - %.15 "%%%"" 6778 # # 999 6:8 :;< => %"% -

!!!# # $! $!%%& ( )*+, ( - %& - %./!. - &!  # $ 0(1! 2)3!%%& %.//(( %% - 4&%.&.55 & 5%% - 5% - %.15 %%% 6778 # # 999 6:8 :;< => %% - !" !"!"!"# # $! $!%%& ( )*+, ( - %& - %"./!. - &! " # - - - $ 0("1! 2)3!%%& %.//(( %"% - 4&%.&.55 & 5%% - 5"% - %.15 "%%%"" 6778 # # 999 6:8 :;< => %"% - 5!%!5511 6778 # # 999 6:8 =?@ =>!%%! 5 " (5( A

More information

untitled

untitled 300 (ADF) (VEM) 300 2006 9 5 A50 2006 9 8 CFFEX 10 30 300 300 2007 1 19 6 3 300 300 Kawaller Koch(1987) S&P 500 S&P 500 20~45 1 Stoll Whaley(1990) ARMA 2 3 S&P 500 MMI S&P 500 MMI 5 Abhyankar(1995) FTSE

More information

3 4 Ψ Ζ Ζ [, Β 7 7>, Θ0 >8 : Β0 >, 4 Ε2 Ε;, ] Ε 0, 7; :3 7;,.2.;, _ & αε Θ:. 3 8:,, ), β & Φ Η Δ?.. 0?. χ 7 9 Ε >, Δ? Β7 >7 0, Τ 0 ΚΚ 0 χ 79 Ε >, Α Ε

3 4 Ψ Ζ Ζ [, Β 7 7>, Θ0 >8 : Β0 >, 4 Ε2 Ε;, ] Ε 0, 7; :3 7;,.2.;, _ & αε Θ:. 3 8:,, ), β & Φ Η Δ?.. 0?. χ 7 9 Ε >, Δ? Β7 >7 0, Τ 0 ΚΚ 0 χ 79 Ε >, Α Ε (! # # %& ) +,./ 0 & 0 1 2 / & %&( 3! # % & ( ) & +, ), %!,. / 0 1 2. 3 4 5 7 8 9 : 0 2; < 0 => 8?.. >: 7 2 Α 5 Β % Χ7 Δ.Ε8 0Φ2.Γ Φ 5 Η 8 0 Ι 2? : 9 ϑ 7 ϑ0 > 2? 0 7Ε 2?. 0. 2 : Ε 0 9?: 9 Κ. 9 7Λ /.8 720

More information