0 7 @ 0 1 > B 0 = >: ; 0 2 = K 9 B 5 E = > ; > 3 ...

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Transcript of 0 7 @ 0 1 > B 0 = >: ; 0 2 = K 9 B 5 E = > ; > 3 ...

Page 1: 0 7 @ 0 1 > B 0 = >: ; 0 2 = K 9 B 5 E = > ; > 3 ...
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! 27710-88, 0 B 5 @ 8 0 ; K M ; 5 : B @ > 8 7 > ; O F 8 ...! " 27710-88, 0 B 5 @ 8 0 ; K M ; 5 : B @ > 8 7 > ; O F 8 > = = K 5. 1 I 8 5 B @ 5 1 > 2 0 = 8 O :

! 27710-88, 0 B 5 @ 8 0 ; K M ; 5 : B @ > 8 7 > ; O F 8 ...! " 27710-88, 0 B 5 @ 8 0 ; K M ; 5 : B @ > 8 7 > ; O F 8 > = = K 5. 1 I 8 5 B @ 5 1 > 2 0 = 8 O :

! 24359-80, $ @ 5 7 K B > @ F > 2 K 5 = 0 A 0 4 = K 5 A ...½ожи для фрез... · ! " 24359-80, $ @ 5 7 k b > @ f > 2 k 5 = 0 a 0 4 = k 5 a > 2 a b 0 2 = k

! 24359-80, $ @ 5 7 K B > @ F > 2 K 5 = 0 A 0 4 = K 5 A ...½ожи для фрез... · ! " 24359-80, $ @ 5 7 k b > @ f > 2 k 5 = 0 a 0 4 = k 5 a > 2 a b 0 2 = k

㋒㋒㋒>& >' >& >' >/>0>.rrrr >& >' - Kofu · 2011-09-27 · -32- º ) $ >/ 0 b ± A I Ó u r K { : ① ② ③ >0 G g b(ì b p °)z _ O Z ? ] > ~ r K S>* 0 b ± A I Ó u r K {

㋒㋒㋒>& >' >& >' >/>0>.rrrr >& >' - Kofu · 2011-09-27 · -32- º ) $ >/ 0 b ± A I Ó u r K { : ① ② ③ >0 G g b(ì b p °)z _ O Z ? ] > ~ r K S>* 0 b ± A I Ó u r K {

! 52630-2006, ! > A C 4 K 8 0 ? ? 0 @ 0 B K A B 0 ; L = K ...¡осуды-сварные-ГОСТ-52630-2006.pdf · ! " 52630-2006, ! > a c 4 k 8 0 ? ? 0 @ 0 b k a b 0 ; l = k 5 a

! 52630-2006, ! > A C 4 K 8 0 ? ? 0 @ 0 B K A B 0 ; L = K ...¡осуды-сварные-ГОСТ-52630-2006.pdf · ! " 52630-2006, ! > a c 4 k 8 0 ? ? 0 @ 0 b k a b 0 ; l = k 5 a

! 23770-79, ; 0 B K ? 5 G 0 B = K 5. 8 ? > 2 K 5 B 5 E ...newtch.ru/wp-content/uploads/2016/09/33888_gost_23770-79.pdf · ! " 23770-79, ; 0 B K ? 5 G 0 B = K 5. " 8 ? > 2 K

! 23770-79, ; 0 B K ? 5 G 0 B = K 5. 8 ? > 2 K 5 B 5 E ...newtch.ru/wp-content/uploads/2016/09/33888_gost_23770-79.pdf · ! " 23770-79, ; 0 B K ? 5 G 0 B = K 5. " 8 ? > 2 K

Moriond EW, 3 Mar 2008Tagir Aushev (EPFL, ITEP)1 B → K S 0 0 B → K S K S B → K S 0 B → D *+ D *- B → a 1 , a 1 K, b 1 , b 1 K...

Moriond EW, 3 Mar 2008Tagir Aushev (EPFL, ITEP)1 B → K S 0 0 B → K S K S B → K S 0 B → D *+ D *- B → a 1 , a 1 K, b 1 , b 1 K...

! 50779.42-99, ! B 0 B 8 A B 8 G 5 A : 8 5 < 5 B > 4 K ...“О… · B 0 B 8 A B 8 G 5 A : 8 5 < 5 B > 4 K. > = B @ > ; L = K 5 : 0 @ B K H C E 0 @ B 0 Statistical

! 50779.42-99, ! B 0 B 8 A B 8 G 5 A : 8 5 < 5 B > 4 K ...“О… · B 0 B 8 A B 8 G 5 A : 8 5 < 5 B > 4 K. > = B @ > ; L = K 5 : 0 @ B K H C E 0 @ B 0 Statistical

GOST 2405-88 Pressure gauges, vacuum gauges, pressure-and ... · ! " 2405-88, 0 = > < 5 B @ K, 2 0 : C C < < 5 B @ K, < 0 = > 2 0 : C C < < 5 B @ K, = 0 ?

GOST 2405-88 Pressure gauges, vacuum gauges, pressure-and ... · ! " 2405-88, 0 = > < 5 B @ K, 2 0 : C C < < 5 B @ K, < 0 = > 2 0 : C C < < 5 B @ K, = 0 ?

B 0 0 K F I V

B 0 0 K F I V

cleo b and d results - Cornell Universityd_res… · NPB 606, 245 (2001) 1/ 2 0 0 2 ( ) exp tan → → ± = = ± p p p p e q B K K B f f P T c B B 2 (B K) (B K ) R* 0 0 p p ± ±

cleo b and d results - Cornell Universityd_res… · NPB 606, 245 (2001) 1/ 2 0 0 2 ( ) exp tan → → ± = = ± p p p p e q B K K B f f P T c B B 2 (B K) (B K ) R* 0 0 p p ± ±

! 20219-74, ? ? 0 @ 0 B K > B > ? 8 B 5 ; L = K 5 3 0 7 ... · ! " 20219-74, ? ? 0 @ 0 b k > b > ? 8 b 5 ; l = k 5 3 0 7 > 2 k 5 1 k b > 2 k 5 a 2 > 4 o = k

! 20219-74, ? ? 0 @ 0 B K > B > ? 8 B 5 ; L = K 5 3 0 7 ... · ! " 20219-74, ? ? 0 @ 0 b k > b > ? 8 b 5 ; l = k 5 3 0 7 > 2 k 5 1 k b > 2 k 5 a 2 > 4 o = k

Search for Super-Penguins: CP Violation in B 0 ->K+K-K 0

Search for Super-Penguins: CP Violation in B 0 ->K+K-K 0

Performance brief for IBM WebSphere Application Server 7.0 ... · PDF fileB ay 1 B ay 14 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1

Performance brief for IBM WebSphere Application Server 7.0 ... · PDF fileB ay 1 B ay 14 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1 5 k 3 0 0 G B 1

! 52749-2007, ( 2 K < > = B 0 6 = K 5 > : > = = K 5 A ? 0 ......! " 52749-2007, ( 2 K < > = B 0 6 = K 5 > : > = = K 5 A ? 0 @ > ? @ > = 8 F 0 5 < K

! 52749-2007, ( 2 K < > = B 0 6 = K 5 > : > = = K 5 A ? 0 ......! " 52749-2007, ( 2 K < > = B 0 6 = K 5 > : > = = K 5 A ? 0 @ > ? @ > = 8 F 0 5 < K

単 独 1 8 .9 0 25 2 0ﾏ 14 0 7 5 蚊野支2 1 右6 0 71 2 -1-1 ﾏ 0 …...j t b k 倉庫 k k k b b b t t t t t k b j ... w26.81 28.63 30.26 30.45 3 0. 5 1 30.93 w 3 2 . 5 5 w3

単 独 1 8 .9 0 25 2 0ﾏ 14 0 7 5 蚊野支2 1 右6 0 71 2 -1-1 ﾏ 0 …...j t b k 倉庫 k k k b b b t t t t t k b j ... w26.81 28.63 30.26 30.45 3 0. 5 1 30.93 w 3 2 . 5 5 w3

! 9.301-86, 4 8 = 0 O A 8 A B 5 < 0 7 0 I 8 B K > B ... · ! " 9.301-86, 4 8 = 0 o a 8 a b 5 < 0 7 0 i 8 b k > b : > @ @ > 7 8 8 8 a b 0 @ 5 = 8 o. > : @ k b

! 9.301-86, 4 8 = 0 O A 8 A B 5 < 0 7 0 I 8 B K > B ... · ! " 9.301-86, 4 8 = 0 o a 8 a b 5 < 0 7 0 i 8 b k > b : > @ @ > 7 8 8 8 a b 0 @ 5 = 8 o. > : @ k b

Measurement of the Amplitude Ratio of B 0 J/ K *0 to B 0 J/ K *0 (K + - ) decays

Measurement of the Amplitude Ratio of B 0 J/ K *0 to B 0 J/ K *0 (K + - ) decays

New Orbits for the n-Body Problem - Robert J. Vanderbeik cos(kt)+bs k sin(kt)) where a 0 = α 0, a c k = α k +α −k, a s k = β −k −β k, b 0 = β 0, b c k = β k +β −k,

New Orbits for the n-Body Problem - Robert J. Vanderbeik cos(kt)+bs k sin(kt)) where a 0 = α 0, a c k = α k +α −k, a s k = β −k −β k, b 0 = β 0, b c k = β k +β −k,

Oznaczenia · 2 7. 3 4 2 4. 9 1 ch.bet. B B d r d r B B d r B p d r d r B p B p B d r d r B B kdP5 0 kP4 0 kdP200 kP400 kdP2 0 kB60 k P 2 0 0 ksP200 k P 1 5 0 k D 2 0 0 kdP560 kP300

Oznaczenia · 2 7. 3 4 2 4. 9 1 ch.bet. B B d r d r B B d r B p d r d r B p B p B d r d r B B kdP5 0 kP4 0 kdP200 kP400 kdP2 0 kB60 k P 2 0 0 ksP200 k P 1 5 0 k D 2 0 0 kdP560 kP300

jS ,K (*- >?4 0 ˙˜ B ,L < !. $ ˜ ˜ TW$; ,P˙ 0 ‘˜˜ ,˙Q K a9€¦ · 85 js ,k (*- >?4 0 ˙˜ b ,l < !. $ ˜_ "˜ tw$; ,p˙ 0 ‘˜˜,˙q_ k a9 7c ! 8a v,! a)t-

jS ,K (*- >?4 0 ˙˜ B ,L < !. $ ˜ ˜ TW$; ,P˙ 0 ‘˜˜ ,˙Q K a9€¦ · 85 js ,k (*- >?4 0 ˙˜ b ,l < !. $ ˜_ "˜ tw$; ,p˙ 0 ‘˜˜,˙q_ k a9 7c ! 8a v,! a)t-