cº " 6 >IJV 5 l i u $

Size: px
Start display at page:

Download "cº " 6 >IJV 5 l i u $"

Transcription

1 !"!#" $ #! &'!!"! (!)*)+), :;23 V' )! *" #$ V ' ' - & +# # J E 1 8# J E.R > +.+# E X78 E.R1 8#[0 FZE > 1 8# 0IJ"U 2A > 1 8# J EK? FZE a2 J+# ;1 8# J EK. C B.> B.> Y $ 1 8# J E. 4 8 B.EK\ X Q8#\ > 1 8# X[ *-8.1 8# ;# J E FZE>. #;' T a2 J<=Q C +0$ ]$#;c.l > 2; <= J '+# E# J E 1 8# E> (?):??*:)*+,-/)./(),,,, "2"&# ' ( $ 0 /! &'!!!9+#)0 & 4!!! 0#0 2/! '! 1! $! &'! 01! B!9 #-0!! 1 " # 2 2"# 2! /!2 2!2 "! # 2!!! " "1 "!!!! "4!!71! # 2,-,,), / +#. $EF('+#. E,'_8 *<?0> +.78 E, 0B? -!"#$GH!)-! E, 7"@#+ *!

2 (!3/ 2!1" 2!"!!2!2 "!/! #! D 2 2 2!2 "! # 2! / " 43,$ "2" #!"!32!2 "! " #"! # 2!!! " B.>2 2 B.> 2!2!!!!A 1 #"! # 2!!! " 2 2 " "!!!! " 4!!71! # 24! # # 2 # B!3"#!!!! " / 2!1 *- D8 "! 3 #!! " '! 2!2 "! # 2!"1 "!3 # "1 "! / 2!! # #!! 2!2 "! 41! 6!3 13!!27 " 3 ## 24 "1 "!! &# 22!2 "! # 2!"1 "# 2!!! "/ > #V 1L#'IM I ' NA)I 4N '#. O # ^I J ^ U I9^#/0. > ) *.G & A* T $ - :)?U, 2 A I! -: 9!. $.78# T.+#. J E I J $. +# J E!". R# J E 1 8 # J E : > X D X E XI$56. > X E5 X D!?X.!" ` /. X J E >. X D X E, ;. + ;! I + ;. + # E 'c E 7 8 +>FZE8 +#.@0. 78 E ) + #<= M J + #. E. 1 - $+ #. / 0&N'/FZ'/ 5 L.78 X'. 5'c+#. E. / R > ) * 8.R># + # 1 8# J E > 9$ = 9 < + #. ] $ X<.//<!" * X78 E. 1 8 # [ 0 ' J E * X -

3 ).&' YC >; #>+# 8#; - ZU > 1 8#P, / R< Q (FGHICD#$JK > R * : # * : + : + * ST a 2 J *): 6 T + # ; : 8 T.:* T #N ) # # T + # E ; U V # -: 8 T + # ;.-: (; 0 0L!`a #T +#; 8 # ):- UV - -:)) *- :- K; )** :- W# * : X ) -:* 'FG).* >29 8# 2 A > Q J - > 1 8 # ; 8#B 8#K48 #) 8 E + # ;. 1 8#:) * 6 ] 1 8#`a ( 1 U T 1 8 # E J ) ">.1 8# 0IJD #' T >.8#; A T O * I N I M ) I J *. X F G ). G 2 b 2AY.FG-*- P 1 Y 1 >O * L D G H M N O PQR *)(;"# 0$&' *> a2 J*- J 8 * T. 8 T 8#; 8#) )* 8 # ; : *;0L!*1( X > ; 8 ; ):- : # -**:- :) # : : S# :) *:* # :* : 8# -: -: 8# *:* :* B 8# :) :)- K48# *: : P48# -):- *:- 'FG).* > +..&' ( )2 *+,- : 8 V (./ 0 '*1 1 *:*.&'( 2* )

4 ( 'c ZV\.1 8#* 1 8#; 0"6 :#>.+# N 48 Z U 2 A >. 1 8 # J E 0] ".a2 J + \ U A. ( $0L!*1( X *)* 0"# 0$&' =? ) G A ZV. * 1 8 # [ X. 1 8 # ; [ E * '1 8#; E J + >. 1 8 # J E K A E [ \ ] A >.1 8# J EK. [. [ ): 1 8 # ; : [? N ): 1 8 # ; :- +; $ "# 0L! &'*1( 1 8#; +#; 1 8# a2 J 1 8# ; U ^ EJ EK > ): : :) *:* :) ): : G : : -: -:) : : *:?) *: : : :-- ):- *: : _ :-) -: : :*) ):) --: :) \ :-* )):-- :) : :) -:) : `a ): ): :- ): -:) ): :) :*) :- : ): *:) *-: -:?N -: : :- : :- -: ): [ : :* : : : :- ): X -: :) :- : -: -:* *: 9b *:- :) *:-* *: : *-:* : A : *:* -: *: :*) : : : : -:) ): : : :- ZV :* ):* -: ): :* *: ): :-- -:)- : :* ): --: : F : :) : -:* : : ):) : )*:- : : -: : : 'FG).* >2 b*

5 !!## '()!A"F891\012ËÌ 9óvÐ Ñ "" m É t ( t ø C B AC! Å@ { &45}H6789=> RVs P e b í À! õ C p q!p e C!PEâC5«Fø4x}Æ}RV!l ÁkbÛ!C õ &IJV5 tliu iu ø ( # m ¼VFC5Yà ( ¼ V $&( 2 º ¼ e!k b Û H Þ C õ F C5YÃC±!C5RVCJ,5{!IJ V IJV 5 t l i u!#[ ó v ( ~ 5liu ( ¼VC5Yà UV! õ ïxõ m ). A \ Ñ x ï X 5 m F 2Ð5 C 5 Y à ( g x B p q 1 o D Þ - IJV 5 t l i u H B!#[ ( O º!Ð]!V!õC5ÉYÃA i ( É Ê Á FnÐ( Ê õ m t ø C H!¼ V C 5 Yà Ôï!IJV5 tliu ( Ñx 5mt ï!¼vc5yãï!i JV5 tliu ï ( kbû k \ Ð õ ó 2!O ª 5 m t» ï!ð ]! > i º Ó q ; N( $ 7W/ðu ( 7WC/j!5DC!* +IJV5 s l i F t C ±!I J V 5 l iu P C ( > ]! Ö É I? Ó X ± c BNÑ'Cä!e c &&( H &O0 Z#+ 60 Y)Z!C/C0 Z" P /0 && cº " 6 >IJV 5 l i u $ C/C > Ó X 5 mf P t $ H &O > m C 5 Y à $ + P /> m 7W/ðu ( (`á\ V! Xb Am Ù 7 W / ð u "Ó Ê ffb$ Ê ffb$èê È 6 ' î ( q s ` F ; [ #! PSp! >H! # >H ( C l " >! F¹L;¹ (b(($ X ]7 ( C AB! AB^_! X$ X&! QRSHËÌ ó ffb i 7 W / ð u F õ K < Y Fpql q p e c $&( l q p ' ( = B! Å@{45}H6789=> " MÝ?s`F;[ ( CäSp9 F ( 2Q MEA0! #[ F<2Nu C!, v > h q r w x y z } ~ v! P t )C5YÃÔIJV5 tl i C A@! (Õ y V5 tliu F²³Ê»<2F ( l q ;[s!i J V 5 t l i u F " u F ² ³ > < 2 ( g ffb Ô m I J Ñ ' C ä R$ Y XB#A( C ä c M E > T\Q H UhVWXYM!@ZO Uh[\æ] ÓÔ^_`ï@!ab( * "& *

6 ( : : +. $ ;:) :+ +,:0 : + 3;:3;:3;,: 3;,:*!;:!;:!; :!;:- 8 B.> Y $ - 9K.>F F Z.a2 J + # ;. B.> Y $.AY? Y?# +# G E.$ > 9 K+# G E. : /RCJ34 E+# G E. 0 5 $ ; :- :+ +, :0,:+ + 3;):3;:))3;,: 3;,:*!;:!;:!; :!;:- $ ; : :)+ +, :,:- 3;:-3;:)3;,:- 3;,:*!;:!;:!; :!;:*) ::? ;. F G G. F Z AY? 3-). K La2 J+#;1 8 # J E K. C B.> 1 8# J EK. $ ;:) :+ +,:0 : + 3;:3;:3;,:* 3;:!;:!;:!; :!;: 3 4 S T U V M N 1 F L DWXYQR 1 8#J ad 8). +#. E #.J48K.J #> K+##.78R. E A < * X 7 8 E. > 1 8#[0 1 8 # X[ <! H 2 A 1 8 # X[$78Y?* ;,,, * E # X [ E +# ; E. Xa#; E# E.8# K;K;.1 8# <! H.HI Y?* 0 Y? K ; ;,,,,. Xa#;78` > ), G(@ # $ S $ 8# $S$. # ;;. D (#

7 ).&' G >, 5 (.> J $ U - J 2 A Q R X8#; 8 B;8 G> +#48,* # *):* ; *):* 1 # ;?;*)*8 2A >.1 8# 0*. + #. 1 8#48 B 2A > 0 *.+#;L L E >.. $ F G (2A..# "FG LE 48 B.. /" = J 4 8 /. 'c U -* I: *.FZ E* 1 P P 2 A! 2 A :. ; E A > 0*.8# **8 ;+0L! - ; 8 ) - - *- :- :) ): : :) )**;*-8 > 1 8#; )*:8 X E. R >. 1 8 # 48 DGHMN1 )( KL,0$&' > < = $ -: ; **:) $ 8# ) > < = $ &] E$U$78 < = K 8# > # ; -:** ) 2 AT E J-*:OI >a2 J*# J EK W J E J-: ZU5 <= 8# 2A E J *)* U <= K 8# 2AE J**) 6D : X-;./ 0 1 L! <=; <=$ <=$ 8# **:* -: *:- **: : : **: -): )**:) **: ):* ): **:-) :- :- **:) -: : 'FG).* >2 b GE > 4 K ; )**8 N 2AT 1 8# X[ ;),,*)*,**, G>92, :W * R. > J # :-

8 ( U# $ 8#.<= K < =. L > # E J * E ZU5 <= 8# 2 A E J*-J ZU < = K 8# E A F Z Z ]$#;c.lij K.]> 2; ##\M# J. )* 0,0$&' UI 2A>8#.<= 2A >. # J E K = G? )?N9bAZV. # J EKO J E J * E E* ZV; J # J EK.8# Z#; ' #;")2A J E. & N * #;. ;,0$&'*1( X #; # E J O J # J EK O E #"#. EK O E G * : *):* :?) *:- *: :) : _ ):) : )):* :* * \ : :- -:* : *) `a : -:) :- :* *:) -*: -: :) )?N : -:-) : :- [ :* ):- )-: : X :* ): : :* * 9b :) : :) :)) A *: :-* *: : - :- ):* : :- ** ZV :- : :- : - :- : :- F :* *:* :* :) ) *:- --: *: : 'FG).*FG).*>2 b )+ (,0$&' 48I 2 A > + F G2 A > + # J E K A > c 0 F +. # J E K * <= : R N

9 !!## '()!A"F891\012ËÌ m!xb 5 Y à )I J V 5 5 î G tl i u ( m C 5 Y à ±!I J V! 5 tliu ï ( 5 tliu ( $&< =? ' B \ U V l i Ë F I J V5 H Ù ( u \ ¾ Y 0 \ 5 ) 5J Ù )ÿ¹ó t F»ë./ I JV5Yà \ u Ù Þ!P e Á k b ÛI J V 5 \ ë Ù >!BE"'V7$!ÿ ¹ *ZFIJ V 5 É Y Ã!i kbî Ó FIJV5¼{./RV (!& Û À! õ C F 5 t l i Ë (»ÉÊ` a å F z { v!k b Û * Z F 5YÃ Ë 9 ò m P t F ` a Õ ( 2!õ C A 0!q )c A )c x )W Ð ) e ) ) Ð F 5 t l i u ï!` a í# ( H±pCF 5 tli u B &!¼ ó ] 7 ` a F &[ # ð { ( ïxõ m \ Ñ x Ð m!x B 5 Y Ã!IJV5 5îG!cà 5 t liu ï ( 'Bkb Û F C 5 l i Ë < = p! = C! Y01Å@{]DH6789=> BI@M ;<& Ö }óvi " &&4 B 5 J ( 2 < = p 0!Á K! e"s,2! X < Y < =? k b Û F C 5 l ië " Fz{v!kbÛ¼ËPYå 1(5m 5 íåw(5m t 2Fz{ ( >]!k b &&IJV5 tlië ( ÉDI!k bûij V 5 Î Õ H s t 4 ( ( $$!»» * 6! 5 Y û # Û 9 Ó 8 G G 5 J! P 5 ab ( &7 Pe!k b Û À! õ I J V 5 t l $&4 B I J V 5 x } Æ } R V ( 2 < iu '( $[!"[ Ò( ( ÖI\? =p 0!k b Û F I J V 5 R V Î î ï 5 ÓX±cÑ'Cä<=m IJV5 tl { ( I 9Ó84BëÙC5Fs ( ¼ iëf²³ðñ!p /7m P t )C!õCI\IJV5 tlië9b3v5 5ÉYÃÔIJV5 tliu F²³< F±?@! ÊIJV5 tlië F! 2 ( g ffb) ffb \ È 6 ' S p F I J V 5 F 1 "!ó E 9 C 5 F x ²³» < 2 ( t ø C H!m I J V 5 }Æ} ( $ * "# *

10 ( "*N. X78 ( #.1 8#*> N #.J $ X78Q ' & ( #.1 8#* = > M U V X78 G)* < D > + #. J E. X.'* -, BX# * X E. >.78Y X'7 8 **),*)- aa 1* X D+. > a W S 9 *,** > X D ' a. G0 I > X D' X E 0 -,- * : >X D$,A) > X D 5.G >0-3 J =. + #. ( ( # -), )3L V# )..78 E. ),) 3 S +# G E $"SIM *-,- G H#. 7 8 E # S ( ( *, <! H ' $)2 8 # _ 8 A X8#Q +# *,- = #I A *`. X8#Q>, (, *

An Example file... log.txt

An Example file... log.txt # ' ' Start of fie & %$ " 1 - : 5? ;., B - ( * * B - ( * * F I / 0. )- +, * ( ) 8 8 7 /. 6 )- +, 5 5 3 2( 7 7 +, 6 6 9( 3 5( ) 7-0 +, => - +< ( ) )- +, 7 / +, 5 9 (. 6 )- 0 * D>. C )- +, (A :, C 0 )- +,

More information

! " # $! % & '! , ) ( + - (. ) ( ) * + / 0 1 2 3 0 / 4 5 / 6 0 ; 8 7 < = 7 > 8 7 8 9 : Œ Š ž P P h ˆ Š ˆ Œ ˆ Š ˆ Ž Ž Ý Ü Ý Ü Ý Ž Ý ê ç è ± ¹ ¼ ¹ ä ± ¹ w ç ¹ è ¼ è Œ ¹ ± ¹ è ¹ è ä ç w ¹ ã ¼ ¹ ä ¹ ¼ ¹ ±

More information

Framework for functional tree simulation applied to 'golden delicious' apple trees

Framework for functional tree simulation applied to 'golden delicious' apple trees Purdue University Purdue e-pubs Open Access Theses Theses and Dissertations Spring 2015 Framework for functional tree simulation applied to 'golden delicious' apple trees Marek Fiser Purdue University

More information

$%! & (, -3 / 0 4, 5 6/ 6 +7, 6 8 9/ 5 :/ 5 A BDC EF G H I EJ KL N G H I. ] ^ _ ` _ ^ a b=c o e f p a q i h f i a j k e i l _ ^ m=c n ^

$%! & (, -3 / 0 4, 5 6/ 6 +7, 6 8 9/ 5 :/ 5 A BDC EF G H I EJ KL N G H I. ] ^ _ ` _ ^ a b=c o e f p a q i h f i a j k e i l _ ^ m=c n ^ ! #" $%! & ' ( ) ) (, -. / ( 0 1#2 ' ( ) ) (, -3 / 0 4, 5 6/ 6 7, 6 8 9/ 5 :/ 5 ;=? @ A BDC EF G H I EJ KL M @C N G H I OPQ ;=R F L EI E G H A S T U S V@C N G H IDW G Q G XYU Z A [ H R C \ G ] ^ _ `

More information

LA PRISE DE CALAIS. çoys, çoys, har - dis. çoys, dis. tons, mantz, tons, Gas. c est. à ce. C est à ce. coup, c est à ce

LA PRISE DE CALAIS. çoys, çoys, har - dis. çoys, dis. tons, mantz, tons, Gas. c est. à ce. C est à ce. coup, c est à ce > ƒ? @ Z [ \ _ ' µ `. l 1 2 3 z Æ Ñ 6 = Ð l sl (~131 1606) rn % & +, l r s s, r 7 nr ss r r s s s, r s, r! " # $ s s ( ) r * s, / 0 s, r 4 r r 9;: < 10 r mnz, rz, r ns, 1 s ; j;k ns, q r s { } ~ l r mnz,

More information

Examination paper for TFY4240 Electromagnetic theory

Examination paper for TFY4240 Electromagnetic theory Department of Physics Examination paper for TFY4240 Electromagnetic theory Academic contact during examination: Associate Professor John Ove Fjærestad Phone: 97 94 00 36 Examination date: 16 December 2015

More information

UNIQUE FJORDS AND THE ROYAL CAPITALS UNIQUE FJORDS & THE NORTH CAPE & UNIQUE NORTHERN CAPITALS

UNIQUE FJORDS AND THE ROYAL CAPITALS UNIQUE FJORDS & THE NORTH CAPE & UNIQUE NORTHERN CAPITALS Q J j,. Y j, q.. Q J & j,. & x x. Q x q. ø. 2019 :. q - j Q J & 11 Y j,.. j,, q j q. : 10 x. 3 x - 1..,,. 1-10 ( ). / 2-10. : 02-06.19-12.06.19 23.06.19-03.07.19 30.06.19-10.07.19 07.07.19-17.07.19 14.07.19-24.07.19

More information

General Neoclassical Closure Theory: Diagonalizing the Drift Kinetic Operator

General Neoclassical Closure Theory: Diagonalizing the Drift Kinetic Operator General Neoclassical Closure Theory: Diagonalizing the Drift Kinetic Operator E. D. Held eheld@cc.usu.edu Utah State University General Neoclassical Closure Theory:Diagonalizing the Drift Kinetic Operator

More information

Juan Juan Salon. EH National Bank. Sandwich Shop Nail Design. OSKA Beverly. Chase Bank. Marina Rinaldi. Orogold. Mariposa.

Juan Juan Salon. EH National Bank. Sandwich Shop Nail Design. OSKA Beverly. Chase Bank. Marina Rinaldi. Orogold. Mariposa. ( ) X é X é Q Ó / 8 ( ) Q / ( ) ( ) : ( ) : 44-3-8999 433 4 z 78-19 941, #115 Z 385-194 77-51 76-51 74-7777, 75-5 47-55 74-8141 74-5115 78-3344 73-3 14 81-4 86-784 78-33 551-888 j 48-4 61-35 z/ zz / 138

More information

Unit 3. Digital encoding

Unit 3. Digital encoding Unit 3. Digital encoding Digital Electronic Circuits (Circuitos Electrónicos Digitales) E.T.S.I. Informática Universidad de Sevilla 9/2012 Jorge Juan 2010, 2011, 2012 You are free to

More information

Vectors. Teaching Learning Point. Ç, where OP. l m n

Vectors. Teaching Learning Point. Ç, where OP. l m n Vectors 9 Teaching Learning Point l A quantity that has magnitude as well as direction is called is called a vector. l A directed line segment represents a vector and is denoted y AB Å or a Æ. l Position

More information

F O R SOCI AL WORK RESE ARCH

F O R SOCI AL WORK RESE ARCH 7 TH EUROPE AN CONFERENCE F O R SOCI AL WORK RESE ARCH C h a l l e n g e s i n s o c i a l w o r k r e s e a r c h c o n f l i c t s, b a r r i e r s a n d p o s s i b i l i t i e s i n r e l a t i o n

More information

. ffflffluary 7, 1855.

. ffflffluary 7, 1855. x B B - Y 8 B > ) - ( vv B ( v v v (B/ x< / Y 8 8 > [ x v 6 ) > ( - ) - x ( < v x { > v v q < 8 - - - 4 B ( v - / v x [ - - B v B --------- v v ( v < v v v q B v B B v?8 Y X $ v x B ( B B B B ) ( - v -

More information

Planning for Reactive Behaviors in Hide and Seek

Planning for Reactive Behaviors in Hide and Seek University of Pennsylvania ScholarlyCommons Center for Human Modeling and Simulation Department of Computer & Information Science May 1995 Planning for Reactive Behaviors in Hide and Seek Michael B. Moore

More information

Ayuntamiento de Madrid

Ayuntamiento de Madrid 9 v vx-xvv \ ü - v q v ó - ) q ó v Ó ü " v" > - v x -- ü ) Ü v " ñ v é - - v j? j 7 Á v ü - - v - ü

More information

OC330C. Wiring Diagram. Recommended PKH- P35 / P50 GALH PKA- RP35 / RP50. Remarks (Drawing No.) No. Parts No. Parts Name Specifications

OC330C. Wiring Diagram. Recommended PKH- P35 / P50 GALH PKA- RP35 / RP50. Remarks (Drawing No.) No. Parts No. Parts Name Specifications G G " # $ % & " ' ( ) $ * " # $ % & " ( + ) $ * " # C % " ' ( ) $ * C " # C % " ( + ) $ * C D ; E @ F @ 9 = H I J ; @ = : @ A > B ; : K 9 L 9 M N O D K P D N O Q P D R S > T ; U V > = : W X Y J > E ; Z

More information

Lower Austria. The Big Travel Map. Big Travel Map of Lower Austria.

Lower Austria. The Big Travel Map. Big Travel Map of Lower Austria. v v v :,000, v v v v, v j, Z ö V v! ö +4/4/000 000 @ : / : v v V, V,,000 v v v v v v 08 V, v j?, v V v v v v v v,000, V v V, v V V vv /Z, v / v,, v v V, v x 6,000 v v 00,000 v, x v U v ( ) j v, x q J J

More information

This document has been prepared by Sunder Kidambi with the blessings of

This document has been prepared by Sunder Kidambi with the blessings of Ö À Ö Ñ Ø Ò Ñ ÒØ Ñ Ý Ò Ñ À Ö Ñ Ò Ú º Ò Ì ÝÊ À Å Ú Ø Å Ê ý Ú ÒØ º ÝÊ Ú Ý Ê Ñ º Å º ² ºÅ ý ý ý ý Ö Ð º Ñ ÒÜ Æ Å Ò Ñ Ú «Ä À ý ý This document has been prepared by Sunder Kidambi with the blessings of Ö º

More information

ADVANCES IN MATHEMATICS(CHINA)

ADVANCES IN MATHEMATICS(CHINA) Æ Ý ¹ ADVANCES IN MATHEMATICS(CHINA) 0 median Đ Ó ( ºÕ ³,, ÓÚ, 330013) doi: 10.11845/sxjz.2012080b : u,v ¹ w G, z ÁÇÉ Ë½ ±, È z À u,v ¹ w Ä median. G À²Ï median, G Î Å Ì ÆÄ median. à ²Ï median µ» ÂÍ, ¾

More information

" #$ P UTS W U X [ZY \ Z _ `a \ dfe ih j mlk n p q sr t u s q e ps s t x q s y i_z { U U z W } y ~ y x t i e l US T { d ƒ ƒ ƒ j s q e uˆ ps i ˆ p q y

 #$ P UTS W U X [ZY \ Z _ `a \ dfe ih j mlk n p q sr t u s q e ps s t x q s y i_z { U U z W } y ~ y x t i e l US T { d ƒ ƒ ƒ j s q e uˆ ps i ˆ p q y " #$ +. 0. + 4 6 4 : + 4 ; 6 4 < = =@ = = =@ = =@ " #$ P UTS W U X [ZY \ Z _ `a \ dfe ih j mlk n p q sr t u s q e ps s t x q s y i_z { U U z W } y ~ y x t i e l US T { d ƒ ƒ ƒ j s q e uˆ ps i ˆ p q y h

More information

New method for solving nonlinear sum of ratios problem based on simplicial bisection

New method for solving nonlinear sum of ratios problem based on simplicial bisection V Ù â ð f 33 3 Vol33, No3 2013 3 Systems Engineering Theory & Practice Mar, 2013 : 1000-6788(2013)03-0742-06 : O2112!"#$%&')(*)+),-))/0)1)23)45 : A 687:9 1, ;:= 2 (1?@ACBEDCFHCFEIJKLCFFM, NCO 453007;

More information

The University of Bath School of Management is one of the oldest established management schools in Britain. It enjoys an international reputation for

The University of Bath School of Management is one of the oldest established management schools in Britain. It enjoys an international reputation for The University of Bath School of Management is one of the oldest established management schools in Britain. It enjoys an international reputation for the quality of its teaching and research. Its mission

More information

An Introduction to Optimal Control Applied to Disease Models

An Introduction to Optimal Control Applied to Disease Models An Introduction to Optimal Control Applied to Disease Models Suzanne Lenhart University of Tennessee, Knoxville Departments of Mathematics Lecture1 p.1/37 Example Number of cancer cells at time (exponential

More information

PART IV LIVESTOCK, POULTRY AND FISH PRODUCTION

PART IV LIVESTOCK, POULTRY AND FISH PRODUCTION ! " $#%(' ) PART IV LIVSTOCK, POULTRY AND FISH PRODUCTION Table (93) MAIN GROUPS OF ANIMAL PRODUCTS Production 1000 M.T Numbers 1000 Head Type 2012 Numbers Cattle 54164.5 53434.6 Buffaloes 4304.51 4292.51

More information

The Effect of Temperature and Space Velocity on the Performance of Plate Reformer for Molten Carbonate Fuel Cell

The Effect of Temperature and Space Velocity on the Performance of Plate Reformer for Molten Carbonate Fuel Cell HWAHAK KONGHAK Vol. 38, No. 5, October, 2000, pp. 719-724 (Journal of the Korean Institute of Chemical Engineers) (1999 5 31, 2000 8 1 ) The Effect of Temperature and Space Velocity on the Performance

More information

T i t l e o f t h e w o r k : L a M a r e a Y o k o h a m a. A r t i s t : M a r i a n o P e n s o t t i ( P l a y w r i g h t, D i r e c t o r )

T i t l e o f t h e w o r k : L a M a r e a Y o k o h a m a. A r t i s t : M a r i a n o P e n s o t t i ( P l a y w r i g h t, D i r e c t o r ) v e r. E N G O u t l i n e T i t l e o f t h e w o r k : L a M a r e a Y o k o h a m a A r t i s t : M a r i a n o P e n s o t t i ( P l a y w r i g h t, D i r e c t o r ) C o n t e n t s : T h i s w o

More information

ACS AKK R0125 REV B 3AKK R0125 REV B 3AKK R0125 REV C KR Effective : Asea Brown Boveri Ltd.

ACS AKK R0125 REV B 3AKK R0125 REV B 3AKK R0125 REV C KR Effective : Asea Brown Boveri Ltd. ACS 100 Í ACS 100 Í 3AKK R0125 REV B 3AKK R0125 REV B 3AKK R0125 REV C KR Effective : 1999.9 1999 Asea Brown Boveri Ltd. 2 ! ACS100 { { ä ~.! ACS100 i{ ~. Õ 5 ˆ Ã ACS100 À Ãåä.! ˆ [ U1, V1, W1(L,N), U2,

More information

2016 xó ADVANCES IN MATHEMATICS(CHINA) xxx., 2016

2016 xó ADVANCES IN MATHEMATICS(CHINA) xxx., 2016 µ45 µx ½ Ù Vol.45, No.x 206 xó ADVANCES IN MATHEMATICS(CHINA) xxx., 206 doi: 0.845/sxjz.2050b ²Â» µ ¼ Ulam È ( Ų¼ Ò¼ Ã,,, 747000) : ÉÐ Ì Õ ÎÏÓ, ÊÔ Í - Í Ë 6f(x+y) 6f(x y)+4f(3y) = 3f(x+2y) 3f(x 2y)+9f(2y)

More information

ALTER TABLE Employee ADD ( Mname VARCHAR2(20), Birthday DATE );

ALTER TABLE Employee ADD ( Mname VARCHAR2(20), Birthday DATE ); !! "# $ % & '( ) # * +, - # $ "# $ % & '( ) # *.! / 0 "# "1 "& # 2 3 & 4 4 "# $ % & '( ) # *!! "# $ % & # * 1 3 - "# 1 * #! ) & 3 / 5 6 7 8 9 ALTER ; ? @ A B C D E F G H I A = @ A J > K L ; ?

More information

ETIKA V PROFESII PSYCHOLÓGA

ETIKA V PROFESII PSYCHOLÓGA P r a ž s k á v y s o k á š k o l a p s y c h o s o c i á l n í c h s t u d i í ETIKA V PROFESII PSYCHOLÓGA N a t á l i a S l o b o d n í k o v á v e d ú c i p r á c e : P h D r. M a r t i n S t r o u

More information

I118 Graphs and Automata

I118 Graphs and Automata I8 Graphs and Automata Takako Nemoto http://www.jaist.ac.jp/ t-nemoto/teaching/203--.html April 23 0. Û. Û ÒÈÓ 2. Ø ÈÌ (a) ÏÛ Í (b) Ø Ó Ë (c) ÒÑ ÈÌ (d) ÒÌ (e) É Ö ÈÌ 3. ÈÌ (a) Î ÎÖ Í (b) ÒÌ . Û Ñ ÐÒ f

More information

Symbols and dingbats. A 41 Α a 61 α À K cb ➋ à esc. Á g e7 á esc. Â e e5 â. Ã L cc ➌ ã esc ~ Ä esc : ä esc : Å esc * å esc *

Symbols and dingbats. A 41 Α a 61 α À K cb ➋ à esc. Á g e7 á esc. Â e e5 â. Ã L cc ➌ ã esc ~ Ä esc : ä esc : Å esc * å esc * Note: Although every effort ws tken to get complete nd ccurte tble, the uhtor cn not be held responsible for ny errors. Vrious sources hd to be consulted nd MIF hd to be exmined to get s much informtion

More information

Optimal Control of PDEs

Optimal Control of PDEs Optimal Control of PDEs Suzanne Lenhart University of Tennessee, Knoville Department of Mathematics Lecture1 p.1/36 Outline 1. Idea of diffusion PDE 2. Motivating Eample 3. Big picture of optimal control

More information

probability of k samples out of J fall in R.

probability of k samples out of J fall in R. Nonparametric Techniques for Density Estimation (DHS Ch. 4) n Introduction n Estimation Procedure n Parzen Window Estimation n Parzen Window Example n K n -Nearest Neighbor Estimation Introduction Suppose

More information

Scandinavia SUMMER / GROUPS. & Beyond 2014

Scandinavia SUMMER / GROUPS. & Beyond 2014 / & 2014 25 f f Fx f 211 9 Öæ Höf æ å f 807 ø 19 øø ä 2111 1 Z F ø 1328 H f fö F H å fö ö 149 H 1 ö f Hø ø Hf 1191 2089 ä ø å F ä 1907 ä 1599 H 1796 F ø ä Jä J ( ) ø F ø 19 ö ø 15 á Å f 2286 æ f ó ä H

More information

SCOTT PLUMMER ASHTON ANTONETTI

SCOTT PLUMMER ASHTON ANTONETTI 2742 A E E E, UE, AAAMA 3802 231 EE AEA 38,000-cre dversfed federl cmus 41,000 emloyees wth 72+ dfferent gences UE roosed 80-cre mster-lnned develoment 20 home stes 3,000F of vllgestyle retl 100,000 E

More information

Differentiating Functions & Expressions - Edexcel Past Exam Questions

Differentiating Functions & Expressions - Edexcel Past Exam Questions - Edecel Past Eam Questions. (a) Differentiate with respect to (i) sin + sec, (ii) { + ln ()}. 5-0 + 9 Given that y =, ¹, ( -) 8 (b) show that = ( -). (6) June 05 Q. f() = e ln, > 0. (a) Differentiate

More information

Vector analysis. 1 Scalars and vectors. Fields. Coordinate systems 1. 2 The operator The gradient, divergence, curl, and Laplacian...

Vector analysis. 1 Scalars and vectors. Fields. Coordinate systems 1. 2 The operator The gradient, divergence, curl, and Laplacian... Vector analysis Abstract These notes present some background material on vector analysis. Except for the material related to proving vector identities (including Einstein s summation convention and the

More information

Principal Secretary to Government Haryana, Town & Country Planning Department, Haryana, Chandigarh.

Principal Secretary to Government Haryana, Town & Country Planning Department, Haryana, Chandigarh. 1 From To Principal Secretary to Government Haryana, Town & Country Planning Department, Haryana, Chandigarh. The Director General, Town & Country Planning Department, Haryana, Chandigarh. Memo No. Misc-2339

More information

Research of Application the Virtual Reality Technology in Chemistry Education

Research of Application the Virtual Reality Technology in Chemistry Education Journal of the Korean Chemical Society Printed in the Republic of Korea * (2002. 8. 29 ) Research of Application the Virtual Reality Technology in Chemistry Education Jong Seok Park*, Kew Cheol Shim, Hyun

More information

QUESTIONS ON QUARKONIUM PRODUCTION IN NUCLEAR COLLISIONS

QUESTIONS ON QUARKONIUM PRODUCTION IN NUCLEAR COLLISIONS International Workshop Quarkonium Working Group QUESTIONS ON QUARKONIUM PRODUCTION IN NUCLEAR COLLISIONS ALBERTO POLLERI TU München and ECT* Trento CERN - November 2002 Outline What do we know for sure?

More information

Pharmacological and genomic profiling identifies NF-κB targeted treatment strategies for mantle cell lymphoma

Pharmacological and genomic profiling identifies NF-κB targeted treatment strategies for mantle cell lymphoma CORRECTION NOTICE Nat. Med. 0, 87 9 (014) Pharmacoogica and genomic profiing identifies NF-κB targeted treatment strategies for mante ce ymphoma Rami Raha, Mareie Fric, Rodrigo Romero, Joshua M Korn, Robert

More information

â, Đ (Very Long Baseline Interferometry, VLBI)

â, Đ (Very Long Baseline Interferometry, VLBI) ½ 55 ½ 5 Í Vol.55 No.5 2014 9 ACTA ASTRONOMICA SINICA Sep., 2014» Á Çý è 1,2 1,2 å 1,2 Ü ô 1,2 ï 1,2 ï 1,2 à 1,3 Æ Ö 3 ý (1 Á Í 200030) (2 Á Í û À 210008) (3 541004) ÇÅè 1.5 GHz Á è, î Í, û ÓÆ Å ò ½Ò ¼ï.

More information

Complex Analysis. PH 503 Course TM. Charudatt Kadolkar Indian Institute of Technology, Guwahati

Complex Analysis. PH 503 Course TM. Charudatt Kadolkar Indian Institute of Technology, Guwahati Complex Analysis PH 503 Course TM Charudatt Kadolkar Indian Institute of Technology, Guwahati ii Copyright 2000 by Charudatt Kadolkar Preface Preface Head These notes were prepared during the lectures

More information

TELEMATICS LINK LEADS

TELEMATICS LINK LEADS EEAICS I EADS UI CD PHOE VOICE AV PREIU I EADS REQ E E A + A + I A + I E B + E + I B + E + I B + E + H B + I D + UI CD PHOE VOICE AV PREIU I EADS REQ D + D + D + I C + C + C + C + I G G + I G + I G + H

More information

ALLEN. Pre Nurture & Career Foundation Division For Class 6th to 10th, NTSE & Olympiads. å 7 3 REGIONAL MATHEMATICAL OLYMPIAD-2017 SOLUTION

ALLEN. Pre Nurture & Career Foundation Division For Class 6th to 10th, NTSE & Olympiads. å 7 3 REGIONAL MATHEMATICAL OLYMPIAD-2017 SOLUTION For Class 6th to 0th, NTSE & Olympiads REGIONAL MATHEMATICAL OLYMPIAD-07. Let AOB be a given angle less than 80 and let P be an interior point of the angular region determined by ÐAOB. Show, with proof,

More information

Automatic Control III (Reglerteknik III) fall Nonlinear systems, Part 3

Automatic Control III (Reglerteknik III) fall Nonlinear systems, Part 3 Automatic Control III (Reglerteknik III) fall 20 4. Nonlinear systems, Part 3 (Chapter 4) Hans Norlander Systems and Control Department of Information Technology Uppsala University OSCILLATIONS AND DESCRIBING

More information

Redoing the Foundations of Decision Theory

Redoing the Foundations of Decision Theory Redoing the Foundations of Decision Theory Joe Halpern Cornell University Joint work with Larry Blume and David Easley Economics Cornell Redoing the Foundations of Decision Theory p. 1/21 Decision Making:

More information

Matrices and Determinants

Matrices and Determinants Matrices and Determinants Teaching-Learning Points A matri is an ordered rectanguar arra (arrangement) of numbers and encosed b capita bracket [ ]. These numbers are caed eements of the matri. Matri is

More information

I N A C O M P L E X W O R L D

I N A C O M P L E X W O R L D IS L A M I C E C O N O M I C S I N A C O M P L E X W O R L D E x p l o r a t i o n s i n A g-b eanste d S i m u l a t i o n S a m i A l-s u w a i l e m 1 4 2 9 H 2 0 0 8 I s l a m i c D e v e l o p m e

More information

A Study on the Analysis of Measurement Errors of Specific Gravity Meter

A Study on the Analysis of Measurement Errors of Specific Gravity Meter HWAHAK KONGHAK Vol. 40, No. 6, December, 2002, pp. 676-680 (2001 7 2, 2002 8 5 ) A Study on the Analysis of Measurement Errors of Specific Gravity Meter Kang-Jin Lee, Jae-Young Her, Young-Cheol Ha, Seung-Hee

More information

New BaBar Results on Rare Leptonic B Decays

New BaBar Results on Rare Leptonic B Decays New BaBar Results on Rare Leptonic B Decays Valerie Halyo Stanford Linear Accelerator Center (SLAC) FPCP 22 valerieh@slac.stanford.edu 1 Table of Contents Motivation to look for and Analysis Strategy Measurement

More information

T T V e g em D e j ) a S D } a o "m ek j g ed b m "d mq m [ d, )

T T V e g em D e j ) a S D } a o m ek j g ed b m d mq m [ d, ) . ) 6 3 ; 6 ;, G E E W T S W X D ^ L J R Y [ _ ` E ) '" " " -, 7 4-4 4-4 ; ; 7 4 4 4 4 4 ;= : " B C CA BA " ) 3D H E V U T T V e g em D e j ) a S D } a o "m ek j g ed b m "d mq m [ d, ) W X 6 G.. 6 [ X

More information

IUnderstanding who feeds on whom and how often is the basis for

IUnderstanding who feeds on whom and how often is the basis for Acting as Well Known Particle IUnderstanding who feeds on whom and how often is the basis for The vertebral Silence Sea Lion as Scientist Variations on a theme of how to build a body that was laid down

More information

Constructive Decision Theory

Constructive Decision Theory Constructive Decision Theory Joe Halpern Cornell University Joint work with Larry Blume and David Easley Economics Cornell Constructive Decision Theory p. 1/2 Savage s Approach Savage s approach to decision

More information

A Study on Dental Health Awareness of High School Students

A Study on Dental Health Awareness of High School Students Journal of Dental Hygiene Science Vol. 3, No. 1,. 23~ 31 (2003), 1 Su-Min Yoo and Geum-Sun Ahn 1 Deartment of Dental Hygiene, Dong-u College 1 Deartment of Dental Hygiene, Kyung Bok College In this research,

More information

Plasma diagnostics and abundance determinations for planetary nebulae current status. Xiaowei Liu Department of Astronomy, Peking University

Plasma diagnostics and abundance determinations for planetary nebulae current status. Xiaowei Liu Department of Astronomy, Peking University 3 ' 4 2 - '. %! A?@ @ 3 +.?; = ; %,9 ' ü / :, %4 ' 9 8 +! (76 5 +. *". 34 %, /, /10 *$+,,' -+!. *$+ () ', ' & "$# Plasma diagnostics and abundance determinations for planetary nebulae current status

More information

3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 REDCLIFF MUNICIPAL PLANNING COMMISSION FOR COMMENT/DISCUSSION DATE: TOPIC: April 27 th, 2018 Bylaw 1860/2018, proposed amendments to the Land Use Bylaw regarding cannabis

More information

MULTIPLE PRODUCTS OBJECTIVES. If a i j,b j k,c i k, = + = + = + then a. ( b c) ) 8 ) 6 3) 4 5). If a = 3i j+ k and b 3i j k = = +, then a. ( a b) = ) 0 ) 3) 3 4) not defined { } 3. The scalar a. ( b c)

More information

R for beginners. 2 The few things to know before st. 8 Index 31

R for beginners. 2 The few things to know before st. 8 Index 31 ; & & & 8 * ( 0 " & 9 1 R f Eu l 1 W R? 3 T fw kw f 5 3-4.1 T

More information

For example, to get ~, type Option-Shift-0 for Mac and Alt- Shift-0 for Windows. H J K. m M. n N. (Alt) thinspace 255

For example, to get ~, type Option-Shift-0 for Mac and Alt- Shift-0 for Windows. H J K. m M. n N. (Alt) thinspace 255 Ä ê + $ & Å ö Ç ò Ü ; ^ ^ + c X x 22 12 2 H 2 2 2 ( n) 21 2 (n) cc cc n pn n n p cc cc n pn n n n p (c) cc cc n pn pn n pn n p cc cc n p pn n pn n n p xmp p pn f c n f n Unmf K I Kb ) 1 1 12 pn (c) (n)

More information

MARKET AREA UPDATE Report as of: 1Q 2Q 3Q 4Q

MARKET AREA UPDATE Report as of: 1Q 2Q 3Q 4Q Year: 2013 Market Area (Cit, State): Greater Portland, OR MARKET AREA UPDATE Report as of: 1Q 2Q 3Q 4Q Provided b (Compan / Companies): Coldwell Banker Seal, Archibald Relocation, Prudential Northwest

More information

Estimation of Retention Factors of Nucleotides by Buffer Concentrations in RP-HPLC

Estimation of Retention Factors of Nucleotides by Buffer Concentrations in RP-HPLC HWAHAK KONGHAK Vol. 38, No. 5, October, 2000, pp. 626-632 (Journal of the Korean Institute of Chemical Engineers) RP-HPLC Nucleotides (2000 2 1, 2000 4 1 ) Estimation of Retention Factors of Nucleotides

More information

Sample Exam 1: Chapters 1, 2, and 3

Sample Exam 1: Chapters 1, 2, and 3 L L 1 ' ] ^, % ' ) 3 Sample Exam 1: Chapters 1, 2, and 3 #1) Consider the lineartime invariant system represented by Find the system response and its zerostate and zeroinput components What are the response

More information

Dimethyl Ether Production using a Reactive Distillation Process

Dimethyl Ether Production using a Reactive Distillation Process Korean Chem. Eng. Res., Vol. 42, No. 1, February, 2004, pp. 44-52 305-764 220 (2003 10 1, 2003 12 9 ) Dimethyl Ether Production using a Reactive Distillation Process Younghwa Koo and Myungwan Han Department

More information

Glasgow eprints Service

Glasgow eprints Service Kalna, K. and Asenov, A. (1) Multiple delta doping in aggressively scaled PHEMTs. In, Ryssel, H. and Wachutka, G. and Grunbacher, H., Eds. Solid-State Device Research Conference, 11-13 September 1, pages

More information

Max. Input Power (W) Input Current (Arms) Dimming. Enclosure

Max. Input Power (W) Input Current (Arms) Dimming. Enclosure Product Overview XI025100V036NM1M Input Voltage (Vac) Output Power (W) Output Voltage Range (V) Output urrent (A) Efficiency@ Max Load and 70 ase Max ase Temp. ( ) Input urrent (Arms) Max. Input Power

More information

h : sh +i F J a n W i m +i F D eh, 1 ; 5 i A cl m i n i sh» si N «q a : 1? ek ser P t r \. e a & im a n alaa p ( M Scanned by CamScanner

h : sh +i F J a n W i m +i F D eh, 1 ; 5 i A cl m i n i sh» si N «q a : 1? ek ser P t r \. e a & im a n alaa p ( M Scanned by CamScanner m m i s t r * j i ega>x I Bi 5 n ì r s w «s m I L nk r n A F o n n l 5 o 5 i n l D eh 1 ; 5 i A cl m i n i sh» si N «q a : 1? { D v i H R o s c q \ l o o m ( t 9 8 6) im a n alaa p ( M n h k Em l A ma

More information

JEE-ADVANCED MATHEMATICS. Paper-1. SECTION 1: (One or More Options Correct Type)

JEE-ADVANCED MATHEMATICS. Paper-1. SECTION 1: (One or More Options Correct Type) JEE-ADVANCED MATHEMATICS Paper- SECTION : (One or More Options Correct Type) This section contains 8 multiple choice questions. Each question has four choices (A), (B), (C) and (D) out of which ONE OR

More information

A CONVEXITY CONDITION IN BANACH SPACES AND THE STRONG LAW OF LARGE NUMBERS1

A CONVEXITY CONDITION IN BANACH SPACES AND THE STRONG LAW OF LARGE NUMBERS1 A CONVEXITY CONDITION IN BANACH SPACES AND THE STRONG LAW OF LARGE NUMBERS1 ANATOLE BECK Introduction. The strong law of large numbers can be shown under certain hypotheses for random variables which take

More information

Relation Between the Growth Twin and the Morphology of a Czochralski Silicon Single Crystal

Relation Between the Growth Twin and the Morphology of a Czochralski Silicon Single Crystal Korean J. Crystallography Vol. 11, No. 4, pp.207~211, 2000 LG, Relation Between the Growth Twin and the Morphology of a Czochralski Silicon Single Crystal Bong Mo Park LG Siltron Inc., 283, Imsoo-dong,

More information

Optimization of a parallel 3d-FFT with non-blocking collective operations

Optimization of a parallel 3d-FFT with non-blocking collective operations Optimization of a parallel 3d-FFT with non-blocking collective operations Chair of Computer Architecture Technical University of Chemnitz Département de Physique Théorique et Appliquée Commissariat à l

More information

Harlean. User s Guide

Harlean. User s Guide Harlean User s Guide font faq HOW TO INSTALL YOUR FONT You will receive your files as a zipped folder. For instructions on how to unzip your folder, visit LauraWorthingtonType.com/faqs/. Your font is available

More information

Ú Bruguieres, A. Virelizier, A. [4] Á «Î µà Monoidal

Ú Bruguieres, A. Virelizier, A. [4] Á «Î µà Monoidal 40 2 Æ Vol.40, No.2 2011 4 ADVANCES IN MATHEMATICS April, 2011 273165) T- ÆÖ Ñ Ó 1,, 2 (1. È Ä È 832003; 2. È Ä È Ì. ½ A- (coring) T- (comonad) ( ± A º ¼ T º (monad)).» ³¹ (firm) µ ³ Frobenius ² ¾ ³ ¾

More information

Queues, Stack Modules, and Abstract Data Types. CS2023 Winter 2004

Queues, Stack Modules, and Abstract Data Types. CS2023 Winter 2004 Queues Stack Modules and Abstact Data Types CS2023 Wnte 2004 Outcomes: Queues Stack Modules and Abstact Data Types C fo Java Pogammes Chapte 11 (11.5) and C Pogammng - a Moden Appoach Chapte 19 Afte the

More information

Thermal Conductivity of Electric Molding Composites Filled with β-si 3 N 4

Thermal Conductivity of Electric Molding Composites Filled with β-si 3 N 4 22 Ê 6  ŠVol. 22, No. 6 2007 11 à Journal of Inorganic Materials Nov., 2007 Ð ¹: 1000-324X(200706-1201-05 β-si 3 N 4 / ¾Ú Đ Â ÉÓÅÖ ¼» 1, ³ º 1, µ² 2, ¹ 3 (1. ÅƱ 100084; 2. 100081; 3. ««210016 Û«º β-si

More information

SME 3023 Applied Numerical Methods

SME 3023 Applied Numerical Methods UNIVERSITI TEKNOLOGI MALAYSIA SME 3023 Applied Numerical Methods Solution of Nonlinear Equations Abu Hasan Abdullah Faculty of Mechanical Engineering Sept 2012 Abu Hasan Abdullah (FME) SME 3023 Applied

More information

SOLUTION THE ASSOCIATION OF MATHEMATICS TEACHERS OF INDIA BHASKARA CONTEST - FINAL - JUNIOR CLASS - IX & X

SOLUTION THE ASSOCIATION OF MATHEMATICS TEACHERS OF INDIA BHASKARA CONTEST - FINAL - JUNIOR CLASS - IX & X Instructions:. Answer as many questions as possile.. Elegant and novel solutions will get extra credits.. Diagrams and explanations should e given wherever necessary. 4. Fill in FACE SLIP and your rough

More information

SOLAR MORTEC INDUSTRIES.

SOLAR MORTEC INDUSTRIES. SOLAR MORTEC INDUSTRIES www.mortecindustries.com.au Wind Regions Region A Callytharra Springs Gascoyne Junction Green Head Kununurra Lord Howe Island Morawa Toowoomba Wittanoom Bourke Region B Adelaide

More information

Council Forms Bloc For Crnrus Mediation

Council Forms Bloc For Crnrus Mediation G RY Of ; O Of 5 ; B k 7 f - L F 7 96 55 Q * x k k O F B F R R-- Bk j f K k f «* v k f F B - k f O k f J "Oz x f ff - q k R () ff kk f k k O f 5 f - f " v v ' z f k " v " v v z 95 k " Kfv k 963 ff ff f

More information

B œ c " " ã B œ c 8 8. such that substituting these values for the B 3 's will make all the equations true

B œ c   ã B œ c 8 8. such that substituting these values for the B 3 's will make all the equations true System of Linear Equations variables Ð unknowns Ñ B" ß B# ß ÞÞÞ ß B8 Æ Æ Æ + B + B ÞÞÞ + B œ, "" " "# # "8 8 " + B + B ÞÞÞ + B œ, #" " ## # #8 8 # ã + B + B ÞÞÞ + B œ, 3" " 3# # 38 8 3 ã + 7" B" + 7# B#

More information

Parts Manual. EPIC II Critical Care Bed REF 2031

Parts Manual. EPIC II Critical Care Bed REF 2031 EPIC II Critical Care Bed REF 2031 Parts Manual For parts or technical assistance call: USA: 1-800-327-0770 2013/05 B.0 2031-109-006 REV B www.stryker.com Table of Contents English Product Labels... 4

More information

APPH 4200 Physics of Fluids

APPH 4200 Physics of Fluids APPH 42 Physcs of Fuds Inerna Gravy Waves (Ch 7) 1!! Revew of Surface Gravy Waves 2! Lnear gravy waves whn a connuousy srafed fud (Buoyancy!) 1 Rppes 2 Wave Equaon 4 E ' ' : () f? + ) ; 'j ( ' N '( I v

More information

668 Chapter 11 Parametric Equatins and Polar Coordinates

668 Chapter 11 Parametric Equatins and Polar Coordinates 668 Chapter Parametric Equatins and Polar Coordinates 5. sin ( sin Á r and sin ( sin Á r Ê not symmetric about the x-axis; sin ( sin r Ê symmetric about the y-axis; therefore not symmetric about the origin

More information

necessita d'interrogare il cielo

necessita d'interrogare il cielo gigi nei necessia d'inegae i cie cic pe sax span s inuie a dispiegaa fma dea uce < affeandi ves i cen dea uce isnane " sienzi dei padi sie veic dei' anima 5 J i f H 5 f AL J) i ) L '3 J J "' U J J ö'

More information

Full file at 2CT IMPULSE, IMPULSE RESPONSE, AND CONVOLUTION CHAPTER 2CT

Full file at   2CT IMPULSE, IMPULSE RESPONSE, AND CONVOLUTION CHAPTER 2CT 2CT.2 UNIT IMPULSE 2CT.2. CHAPTER 2CT 2CT.2.2 (d) We can see from plot (c) that the limit?7 Ä!, B :?7 9 œb 9$ 9. This result is consistent with the sampling property: B $ œb $ 9 9 9 9 2CT.2.3 # # $ sin

More information

n P! " # $ % & % & ' ( ) * + % $, $ -. $ -..! " # ) & % $/ $ - 0 1 2 3 4 5 6 7 3 8 7 9 9 : 3 ; 1 7 < 9 : 5 = > : 9? @ A B C D E F G HI J G H K D L M N O P Q R S T U V M Q P W X X Y W X X Z [ Y \ ] M

More information

SKMM 3023 Applied Numerical Methods

SKMM 3023 Applied Numerical Methods SKMM 3023 Applied Numerical Methods Solution of Nonlinear Equations ibn Abdullah Faculty of Mechanical Engineering Òº ÙÐÐ ÚºÒÙÐÐ ¾¼½ SKMM 3023 Applied Numerical Methods Solution of Nonlinear Equations

More information

LIGHT DUTY DIFFERENTIAL

LIGHT DUTY DIFFERENTIAL B F FF PP P # /............................4...................................4-5 F.....................................5.....................................6-7 P PP Z.....................................7...................................7

More information

Loop parallelization using compiler analysis

Loop parallelization using compiler analysis Loop parallelization using compiler analysis Which of these loops is parallel? How can we determine this automatically using compiler analysis? Organization of a Modern Compiler Source Program Front-end

More information

Obtain from theory/experiment a value for the absorbtion cross-section. Calculate the number of atoms/ions/molecules giving rise to the line.

Obtain from theory/experiment a value for the absorbtion cross-section. Calculate the number of atoms/ions/molecules giving rise to the line. Line Emission Observations of spectral lines offer the possibility of determining a wealth of information about an astronomical source. A usual plan of attack is :- Identify the line. Obtain from theory/experiment

More information

MATH 174: Numerical Analysis I. Math Division, IMSP, UPLB 1 st Sem AY

MATH 174: Numerical Analysis I. Math Division, IMSP, UPLB 1 st Sem AY MATH 74: Numerical Analysis I Math Division, IMSP, UPLB st Sem AY 0809 Eample : Prepare a table or the unction e or in [0,]. The dierence between adjacent abscissas is h step size. What should be the step

More information

Front-end. Organization of a Modern Compiler. Middle1. Middle2. Back-end. converted to control flow) Representation

Front-end. Organization of a Modern Compiler. Middle1. Middle2. Back-end. converted to control flow) Representation register allocation instruction selection Code Low-level intermediate Representation Back-end Assembly array references converted into low level operations, loops converted to control flow Middle2 Low-level

More information

( ) = ( ) ( ) = ( ) = + = = = ( ) Therefore: , where t. Note: If we start with the condition BM = tab, we will have BM = ( x + 2, y + 3, z 5)

( ) = ( ) ( ) = ( ) = + = = = ( ) Therefore: , where t. Note: If we start with the condition BM = tab, we will have BM = ( x + 2, y + 3, z 5) Chapter Exercise a) AB OB OA ( xb xa, yb ya, zb za),,, 0, b) AB OB OA ( xb xa, yb ya, zb za) ( ), ( ),, 0, c) AB OB OA x x, y y, z z (, ( ), ) (,, ) ( ) B A B A B A ( ) d) AB OB OA ( xb xa, yb ya, zb za)

More information

Branch Flow Model. Computing + Math Sciences Electrical Engineering

Branch Flow Model. Computing + Math Sciences Electrical Engineering Branch Flow Model Masoud Farivar Steven Low Computing + Math Sciences Electrical Engineering Arpil 014 TPS paper Farivar and Low Branch flow model: relaxations and convexification IEEE Trans. Power Systems,

More information

M e t ir c S p a c es

M e t ir c S p a c es A G M A A q D q O I q 4 78 q q G q 3 q v- q A G q M A G M 3 5 4 A D O I A 4 78 / 3 v D OI A G M 3 4 78 / 3 54 D D v M q D M 3 v A G M 3 v M 3 5 A 4 M W q x - - - v Z M * A D q q q v W q q q q D q q W q

More information

4.3 Laplace Transform in Linear System Analysis

4.3 Laplace Transform in Linear System Analysis 4.3 Laplace Transform in Linear System Analysis The main goal in analysis of any dynamic system is to find its response to a given input. The system response in general has two components: zero-state response

More information

Java Applets / Flash Java Applet vs. Flash

Java Applets / Flash Java Applet vs. Flash ava Alet / Flah ava Alet v. Flah oltal oblem wth Mooft hhl otable moe dfflt develomet ot a oblem le o exellet val develomet tool Alet / Flah ood fo tato volv omlex e t whee XTML t elemet ae ot adeqate

More information