necessita d'interrogare il cielo

Save this PDF as:
 WORD  PNG  TXT  JPG

Size: px
Start display at page:

Download "necessita d'interrogare il cielo"

Transcription

1 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

2

3 5 J i f H 5 f AL J) i ) L '3

4 J J "' U J J ö' f [ ) j ) ) 'f J A >'S ) f ;f "'" f 8: J j } e ) " _ a ;c 2J ) _ :" d O" i

5 ) s ' 4 ' [ L i J A : [ 'j & i! '' A J! E ) ) "Ji A 6 LU! a ) E j J ) J! ) ; : J L + "' " :O d '!;V' <C <c <C <C T

6 d "'""" :J L

7 j L fi cf> " i: ) L! L :L ) [ ) b fe if' '' "' [ ) ) ;f e : <i C <) ) U /) L ) fi::) A & :: C:>

8 7 ] ) L H "" U) J u ) j _ : D " U : N ;a [ ) [ ) L : [ > [ N)_ y:a " N) ) " [ f [f "' '! [ [ [ [ : W) " N) f >! ' [ A i N) U> u ':f if N ' : b e "" k [ i ; : Q; H f > " f CD _ J J:' : ;: [ [ ) i > w ) "i) '" d)

9 K' 8:: A :! v H') f ) >) L P j [ / = : u " } ) J : "4 v n 'e; p " [ ' '" a '" ) " L L } " " F > ö ' :f f n : i fi i '' J c: uj H') ) ;: &) " A > u '"' " & L!! J 'f > n = " i " P ) d: J " " ) ' ) OJ'" ' n "

10 J 9 "J ";: '' : i i5'

11 J : [ H')! " j

12 [ b uj i Lf " ' ' )

13 A ) " A n : ) ;f <{ UJJ= 7 ;f " f " S' ' ' '' S' V

14 [[ [!: J ) ;f '" [ <) ";7 J H P: ) JLß Lf L ) J h ' 'P j i ) J) f & G'> Q i b uj ; ' a i

15 L ) ') f j M " '" L A '"! ' ) 7 )! A LL :> ) : s k" '" G) _ ) q 5 L f ) f s U; n > " <; d <:7+ «<C " J "

16 f ) q) n " i : ' f N') "h ::; L " "a / ; : " " ' : S " "!+ ' :'+ J i <C «

17 J [ ' ; : <) q: ' [ m [ ' if a [ ) : " '<") ' H d [ [ J [[ ) <) 9 & )Q;' J L hn "" ;ß iß c J!> w ) d: eg b U!C " C + <) : D i! :" R!; : L' $) J "> J : i J:) 3 E> ) :s a : ß f a d > < ' C:: <J: 'V + f:: : v' :f +

18

19 " f " v ') i O ::> a::: i j [ )! 'if 'Q " ' : 3 > 4 'i!:: C'> d D <) + <:' ce ; ' O f i <) L H) C:: < ifj c ' b ' ) ) d h b V A e ' O A ce C'" cn' 7 ; ) J )' ) '

20 ) T i <: "' CLT A '" if f ) A u if " ) } CL J> S : '"' J [ L 'L: UJ n )) " f{ cs ) J e " f J A <) ;) v '" T

21 "" eh ' J U :; :: " " ) ;: J:> d: [ n i D [ ) a[ J [ [C C> '[ ) ) j<) [ «f ) [ J:: uj 8 : ' L [ [ 'ii '': [[ J A [ H') ) " ;; P " " "3 f " : ' J J [ d:> L ) '' 8 J "'" u: ) '" A q) _Ji + j f?>_ {gj

22 : "" / [' C ')! [ L c : i " " " '" : J " = " ;J c : "E " i ; H) "' j ') :'i i V T 'h T A c:) J' " f;:' u:: Li '" H) "' " f $ f [ F A'! q) C " [ O "' : '! :b [ [ ) "T : i + S S h " <) U c ; p > U

23 Q) J a j & ) J ) d " F JJ ') u :f

24 " A )" 'ß " i!:' b w v "' "'" j [ f J A ' L f " 3 <' c V " [ j > " j ':! f: 2 U ) A '" > + T e < " D ß "'" :' " "" Q <>< ' ) " X T JL E [ j "'" [ J! h L" " "" jj :'L J) <c' ; ] ' Y "" :> i ; Ö D '''' $ ') :!' "

25 > T < " ' : :: A :> f " '' J 7'" <) R:: 6 b Q :

26 ) h v j b E V! '7 [! H' [! = f fc c ' i A " i s '"& L > ): ' "" q G P ;> ii f s i a "5 u '" ff v ') '! V ' 9 CC{ u a: " i=: " " " > "" ) '" Lf "_ "" j:!> > :> J ' "i :> 3;; T R c») ce i ' b : " j ; ' ' '" ' :O '{ "'S <:> e L F:!h L v is '"! J " '" u J )

27 /)! ' '' f! "' > C ' ) : L) ) V E v ' f " Jf:;;: e ' ;s' L : '" QC i' j:"' 'g! ; "! [ ' L ""' i " U) [ + f: i: j :: ) j L >C" 'i Ä : j ) J " ß ' N) ;):! U! '" )

28 d) " w " i c N') L ; [ <') J [ 'L f ) f <:! ii + {; <) " i?' > u! i ) i f:'" " " '" J

29 a O ' > 9fQC ' " " C [ U " Jk E!: j > i Ö " "OQ J?c f! c=

30 c y ) e > } f > > ; Ö! ) ) '" ;v > i i Q U; [ PiH'"' : q " ) " ) " f "> " '" > '" _ C : CL ) f " > ; :

31 '" ) H) v T f Q " 'hb O c:> < S " fj [7 J H) LJ b T ; J ::> 9 " > 4 b " O' e "if' ; " " :; {} jf 'if:! f f f f i '" ) <) " ' i:: f JJW_

32 [ N) d i "' 2 ''" " " J ;f j:!; O " E ; '" V " "' " " ij i J 'i ' e

33 ) Gq ' i ED "'A:i ;f f" Si 'if' '4 &S' q! D" d' ib "f' " " " b A ii ;! H) ) f : L ; i! <;;: f' i:ß: f ) f ) j!: _ ö '" ' 'f N) ' S ) '> <i c ') 'q d> n a " if' if

34 ' ::! j n ' "" $;) E A LU 'ß ""? / c j [ A L! " "* 2 Q ) ) c: g ci J) s p ' ß Lu " 'JJ = D a ) "" >C> N) j "OQ" "+ 4 L

35 !" '/ n T ' L > '' J n n j c ''c b J )! L ) ' ' /u " ' :' J L) b U : "J L '!O

36 j! J± "" C: f ; ' ] 4 ] p 3 _ ) N') 'HW ' ) i!! S if i := ' i J) )! & i!n e c L ' <) ) _ :> C J ''

37 <'4 [ ) q "" : [ ' ) N') i : N >) : " C c J N) 4 W) _ " [ L i "' 'i N') O' [:[ :i"' " L i } [ L J::! M:

38 L) "' :: ö L E L: ; 6 ' W= L d J C )! ) " J H'! " 4 " i " / ) '" uj n j """ """ J:> :Q ) f L _!) _ b [ q ;3 f ") [ ' 'J"" '' P'i ) ) "" C:> <') '" ü $ ' J ) _e <E: / D "' + v UJ h ) ) c: f e ' f ) f : :f ' [ 7 <') " J) ; J) > ' A ) i Jj '& " CL j C f :<7 a )

39 [ " ' "'" d> j f : A co H ) J:: ""'" f i:: J> F i")! i i '' [ ß:: JL J JL J J) ) f [ : f ) "? + ;

40 i Q ) i

41 : ) A ' 3 ) n A W ij' n O' c4 " LU " :> U A U ; " cn ' ') [ ": i i L A J V 3 +! J Z> ) w ) i ' '!:' f ' S jß d:: " """ m '' J ' ) n + Q )"'; u :) O'/O"

42 Q / L ' '" d i) V L e c " d:> " " 'L j '4 / "L fi C T " f! ' c " 4J C D / ' " " ' ' w if " "' '!!J : L L D) i::! J 8 Lf ce a f! ' "' :: ' S " '' D LU A c ' c > OE i ' $ f>! '"4; > Q " i ) d [ D ' ' Q "" ' " c : " :L : : U? c '

43 ::> : '! 4 q ; ' V ')' [ v ;Jffi f U i' [: "{ /;: 'L i " J> :ß V ' V {: : ' 'i'b: e Q i!' : / "> J > v f J JY in') J h ; ii J T '"' '' j '' d [" fj ':; ' :iu : U L c i';;; ' fj 3 f!f " " f ' L [ TTT T'' iw " m ' /:u a "C' '! " ß "" " '!:: :f C " j J 'ffiffi: ' : i! E "i

44 :s f i v " < : E " J L >) f " n + u' "

45 i ' W N < [ [ ) " W ' j Q) : " ' R:: m{ ') ' ' " "' : >) A f " ' L U : L:> " 4 u ) > U J c ' 'i:7 ':i'' 'Q ; "+ e> c::::

46 L j/ Q J) ß: if U A UJ " "''" A T T b u noj

47 ) i O' b i::> [ ' L C f ' '' [ >) E Vi N) N) c 8iJ OO 'EJ LU

48 e C [ R: j c '" f i Q/ E Q : J :: ') N [ L U E: f ju /'> < ' ' " ] f: / / > CL L: : <) [ f A f R: L Q J) if :: ) : e "

49 f) > ' } i ) "" Je> " [ > : C )' L ' an C> _ + L U * ea

50 2 ' e A u:> L ) " ' : : 8 ' J) :: V : "" G if i : 3 f f! i: <; [ h f!: "4

51 N') '' "" J ' p " i N') v '!' ;;;: " '> w ' "'3' ' ' ) f CL ' "' { : c ) f Ä;f" "'S' {! 'p d :> " '= L ' f p / O' " g :! "B ' f " : 'b

52 "' d f K') K') L '" :s a ) J je" f ' 9 A W > f; : J :> a n+

53 'h j V i ) f ) S "" '' ; ) [ ea a J> f:> 'i i ; ' > &: :; ' iß' "f): ' [ " V O e /) v v :> L iß" : _'"' " _ ' e '' ' ' " '

54

55 " "" e )! "" 4 a! V "" C) W i " A j b ' '"* '" f :L w f " E""" j ) 'u' 'J > " [ i U i " ) A d> J 7fi: S V U /) " T if A J f c& if N S ' "" b " A U ce: "' ' c' UJ Q) _ O' h ' J ci) O Q ) + 'J

56 D f 4) ;ß: U<: " N [ fs! ) ' '"' if "' i "! A w a ss: f ' " ' '" f A & " i " ' > " O A > ii >' " ::> ; ') A ) f 5

57 i i O' J co :;:f ' u " :b n ' f f ' f " Q "' f ""j) e a' A A ;> uj P A' U '''! C> T " 'V

58 : ) '" ' C: 4+'VJ i L "

59 CL :) "::: a " i : it'

60 f A _ v : ; '* > if e 9 ''" JU j9 J &" / T

61 : f"" ffi " "'i i! ':!J :i J C : '6'" > > b' O' J ' " i c: ' ') J A 4!!; : 6 A " a) R: f f

62 ' U :w _ f : if ' &> eqe fi e i: L ee dj!)

63 " d «" ' jl' ' f ) 'f ;:; ' ce : D' i! u 3 c7 " i!> " 7'" " " ' /' ) J J' : " "h "'" ; T : ; J>!) ' '«_':4 ) O c :;' :; ; L! ) C : J A :n if ce

64 ' "Q ö "j f Q n j[ Ä W " " J J) " f ' :A L dn ' u uj " if A U U fn ' " i "f' : n: fd 'i "Gi ::::: d :Wi ' if Q'" ) n Lu ' C H _ w A LU ' dj ':si E ;: w '

65 ce f ')!! Liu : [) "" " ) " [j i '"" " J O f ' fj ) L;; n [ ' " f f f " ' "i " O J ''''d j± : U O 'djd!t J [ T J 'Ai TT ) : [ :h 'dd O' a:

66 i

67 T "" 4v "' JT V O > " i d /" ' ' O' LJ ;Q J' Li!:: L! d:: " GN '! ' dj i ' i v NA LJ '' d:> '' ' :" '" i 'T) 'Li J) c! <L j"" 7 co CJ / ' : = ' ai 'vi '" L:; f T ' ' '' '' "" TT ; : '' H') "" ' b' 'T L' ')[ 'JQ " s Na ) c: q 3 ) A ' : ' ) ' " A d 'Ni " f ' " A u " e: u: ' c::: ' u: '" {

68 N [ C V 'LW " v ' C )' ' ; L ' '" J / i! 'V ] 'i' 'L J:) :] Li " Ö ':: ''' ; '""' JJ N ' "' "'"! k :2: ü / 'j ': ) $ C> i " p ii ) J i '"

69 h i i [ : '! Q ' ) :: $' { '' " j '' _ N wj 'f ' ' ) S ' G" h '"') ji Tu ) ) A :f ") ' L V "!) Gi ' E 'n :' :$ ew# v i: ' '! L " ::! M LU' ) ")$ V " " j V N ; ) "'4 L f u ;$ <: ":!?: f)"" L b '+ v' C> 3 J

70 ) :: Q ' Y 4 A D A Q;c V J) " " '' ; 'Q "" Q :;: ' V ) c 'i V fm _ c + c Q +=n ') s : f " ) J) ; n n L L 5 6 V ) ' V 4 : q ) CD " " i if 4 v V D ' a :; J 4 i Pe J A q) C a T ' J' +

71 ' ) a " ) J

i;\-'i frz q > R>? >tr E*+ [S I z> N g> F 'x sa :r> >,9 T F >= = = I Y E H H>tr iir- g-i I * s I!,i --' - = a trx - H tnz rqx o >.F g< s Ire tr () -s

i;\-'i frz q > R>? >tr E*+ [S I z> N g> F 'x sa :r> >,9 T F >= = = I Y E H H>tr iir- g-i I * s I!,i --' - = a trx - H tnz rqx o >.F g< s Ire tr () -s 5 C /? >9 T > ; '. ; J ' ' J. \ ;\' \.> ). L; c\ u ( (J ) \ 1 ) : C ) (... >\ > 9 e!) T C). '1!\ /_ \ '\ ' > 9 C > 9.' \( T Z > 9 > 5 P + 9 9 ) :> : + (. \ z : ) z cf C : u 9 ( :!z! Z c (! $ f 1 :.1 f.

More information

o C *$ go ! b», S AT? g (i * ^ fc fa fa U - S 8 += C fl o.2h 2 fl 'fl O ' 0> fl l-h cvo *, &! 5 a o3 a; O g 02 QJ 01 fls g! r«'-fl O fl s- ccco

o C *$ go ! b», S AT? g (i * ^ fc fa fa U - S 8 += C fl o.2h 2 fl 'fl O ' 0> fl l-h cvo *, &! 5 a o3 a; O g 02 QJ 01 fls g! r«'-fl O fl s- ccco > p >>>> ft^. 2 Tble f Generl rdnes. t^-t - +«0 -P k*ph? -- i t t i S i-h l -H i-h -d. *- e Stf H2 t s - ^ d - 'Ct? "fi p= + V t r & ^ C d Si d n. M. s - W ^ m» H ft ^.2. S'Sll-pl e Cl h /~v S s, -P s'l

More information

APPH 4200 Physics of Fluids

APPH 4200 Physics of Fluids APPH 42 Physics of Fluids Problem Solving and Vorticity (Ch. 5) 1.!! Quick Review 2.! Vorticity 3.! Kelvin s Theorem 4.! Examples 1 How to solve fluid problems? (Like those in textbook) Ç"Tt=l I $T1P#(

More information

'NOTAS"CRITICAS PARA UNA TEDRIA DE M BUROCRACIA ESTATAL * Oscar Oszlak

'NOTASCRITICAS PARA UNA TEDRIA DE M BUROCRACIA ESTATAL * Oscar Oszlak OVí "^Ox^ OqAÍ"^ Dcument SD-11 \ 'NOTAS"CRTCAS PARA UNA TEDRA DE M BUROCRACA ESTATAL * Oscr Oszlk * El presente dcument que se reprduce pr us exclusv de ls prtcpntes de curss de Prrms de Cpctcón, se h

More information

Chapter 30 Design and Analysis of

Chapter 30 Design and Analysis of Chapter 30 Design and Analysis of 2 k DOEs Introduction This chapter describes design alternatives and analysis techniques for conducting a DOE. Tables M1 to M5 in Appendix E can be used to create test

More information

Exhibit 2-9/30/15 Invoice Filing Page 1841 of Page 3660 Docket No

Exhibit 2-9/30/15 Invoice Filing Page 1841 of Page 3660 Docket No xhibit 2-9/3/15 Invie Filing Pge 1841 f Pge 366 Dket. 44498 F u v 7? u ' 1 L ffi s xs L. s 91 S'.e q ; t w W yn S. s t = p '1 F? 5! 4 ` p V -', {} f6 3 j v > ; gl. li -. " F LL tfi = g us J 3 y 4 @" V)

More information

(tnaiaun uaejna) o il?smitfl?^ni7wwuiinuvitgviisyiititvi2a-a a imaviitjivi5a^ qw^ww^i fiaa!i-j?s'u'uil?g'ijimqwuwiijami.wti. a nmj 1,965,333.

(tnaiaun uaejna) o il?smitfl?^ni7wwuiinuvitgviisyiititvi2a-a a imaviitjivi5a^ qw^ww^i fiaa!i-j?s'u'uil?g'ijimqwuwiijami.wti. a nmj 1,965,333. 0 fltu77jjiimviu«7mi^ gi^"ijhm?'ijjw?flfi^ V m 1 /14 il?mitfl?^i7wwuiinuvitgviiyiititvi2- imviitvi^ qw^ww^i fi!i-j?'u'uil?g'iqwuwiijmi.wti twwrlf^ imii2^

More information

5 s. 00 S aaaog. 3s a o. gg pq ficfi^pq. So c o. H «o3 g gpq ^fi^ s 03 co -*«10 eo 5^ - 3 d s3.s. as fe«jo. Table of General Ordinances.

5 s. 00 S aaaog. 3s a o. gg pq ficfi^pq. So c o. H «o3 g gpq ^fi^ s 03 co -*«10 eo 5^ - 3 d s3.s. as fe«jo. Table of General Ordinances. 5 s Tble f Generl rinnes. q=! j-j 3 -ri j -s 3s m s3 0,0 0) fife s fert " 7- CN i-l r-l - p D fife s- 3 Ph' h ^q 3 3 (j; fe QtL. S &&X* «««i s PI 0) g #r

More information

A L A BA M A L A W R E V IE W

A L A BA M A L A W R E V IE W A L A BA M A L A W R E V IE W Volume 52 Fall 2000 Number 1 B E F O R E D I S A B I L I T Y C I V I L R I G HT S : C I V I L W A R P E N S I O N S A N D TH E P O L I T I C S O F D I S A B I L I T Y I N

More information

> DC < D CO LU > Z> CJ LU

> DC < D CO LU > Z> CJ LU C C FNS TCNCAL NFRMATN CNTR [itpfttiiknirike?fi-'.;t C'JM.V TC hs determined n \ _\}. L\\ tht this Technicl cment hs the istribtin Sttement checked belw. The crnt distribtin fr this dcment cn be telind

More information

PHYS 232 QUIZ minutes.

PHYS 232 QUIZ minutes. / PHYS 232 QUIZ 1 02-18-2005 50 minutes. This quiz has 3 questions. Please show all your work. If your final answer is not correct, you will get partial credit based on your work shown. You are allowed

More information

z E z *" I»! HI UJ LU Q t i G < Q UJ > UJ >- C/J o> o C/) X X UJ 5 UJ 0) te : < C/) < 2 H CD O O) </> UJ Ü QC < 4* P? K ll I I <% "fei 'Q f

z E z * I»! HI UJ LU Q t i G < Q UJ > UJ >- C/J o> o C/) X X UJ 5 UJ 0) te : < C/) < 2 H CD O O) </> UJ Ü QC < 4* P? K ll I I <% fei 'Q f I % 4*? ll I - ü z /) I J (5 /) 2 - / J z Q. J X X J 5 G Q J s J J /J z *" J - LL L Q t-i ' '," ; i-'i S": t : i ) Q "fi 'Q f I»! t i TIS NT IS BST QALITY AVAILABL. T Y FRNIS T TI NTAIN A SIGNIFIANT NBR

More information

Executive Committee and Officers ( )

Executive Committee and Officers ( ) Gifted and Talented International V o l u m e 2 4, N u m b e r 2, D e c e m b e r, 2 0 0 9. G i f t e d a n d T a l e n t e d I n t e r n a t i o n a2 l 4 ( 2), D e c e m b e r, 2 0 0 9. 1 T h e W o r

More information

Atlantic County Properties

Atlantic County Properties () li i () li i () li i V li i li i ii ib ii ii ii i &. ii ii l ii iii bf i - bf i - bf i - bf i - bf i - bf i - bf i - bf i - bf i - bf i - bf i - bf i - bf i - bf i - - bf i - bf i - bf i - bf i - bf

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

Knowledge Fusion: An Approach to Time Series Model Selection Followed by Pattern Recognition

Knowledge Fusion: An Approach to Time Series Model Selection Followed by Pattern Recognition LA-3095-MS Knwledge Fusin: An Appch t Tie Seies Mdel Selectin Fllwed by Ptten Recgnitin Ls Als N A T I O N A L L A B O R A T O R Y Ls Als Ntinl Lbty is peted by the Univesity f Clifni f the United Sttes

More information

DIAMOND DRILL RECORD

DIAMOND DRILL RECORD iitft'ww!-;" '**!' ^?^S;Ji!JgHj DIAMOND DRILL RECORD Molftflp.'/^ f* -. j * Dtp * ^* * Property '^^^J^ - I/^X/'CA*- Etev, Collar Locatioa..-A^*.-//-^.^ /Z O f* j\. Is!/'. ~O stt^+'r&il, Di turn.....,,,...,.,......

More information

Nrer/ \f l xeaoe Rx RxyrZH IABXAP.qAATTAJI xvbbqaat KOMnAHT1. rvfiqgrrox 3Axl4 Pn br H esep fiyraap: qa/oq YnaaH6aarap xor

Nrer/ \f l xeaoe Rx RxyrZH IABXAP.qAATTAJI xvbbqaat KOMnAHT1. rvfiqgrrox 3Axl4 Pn br H esep fiyraap: qa/oq YnaaH6aarap xor 4 e/ f l ee R RyZH BXP.J vbb KOMnH1 vfig 3l4 Pn b H vlun @*,/capn/t eep fiyaap: a/ YnaaH6aaap eneaneee 6ana tyail CaHafiu cafigun 2015 Hu 35 nyaap l'p 6ana4caH "Xe4ee a aylzh abap gaan" XKailH gypeu"uzn

More information

DIFFERENTIAL GEOMETRY HW 7

DIFFERENTIAL GEOMETRY HW 7 DIFFERENTIAL GEOMETRY HW 7 CLAY SHONKWILER 1 Show that within a local coordinate system x 1,..., x n ) on M with coordinate vector fields X 1 / x 1,..., X n / x n, if we pick n 3 smooth real-valued functions

More information

r(j) -::::.- --X U.;,..;...-h_D_Vl_5_ :;;2.. Name: ~s'~o--=-i Class; Date: ID: A

r(j) -::::.- --X U.;,..;...-h_D_Vl_5_ :;;2.. Name: ~s'~o--=-i Class; Date: ID: A Name: ~s'~o--=-i Class; Date: U.;,..;...-h_D_Vl_5 _ MAC 2233 Chapter 4 Review for the test Multiple Choice Identify the choice that best completes the statement or answers the question. 1. Find the derivative

More information

r 3 > o m > o > z m Z -< Z il r H O O H H i-» 00 a o x3 X M > I- > 1 n 0) l' 1

r 3 > o m > o > z m Z -< Z il r H O O H H i-» 00 a o x3 X M > I- > 1 n 0) l' 1 7J 73 Z -) r a c -< 0-73 - -0 -< C 73 FLE N. UC08-25454S - c X - a 0 TJ 0 TB - ;w - 70 () < r 3 a r w r r r Ō Z c a Z. < 7 C B D - -< a r Z J < r < < 70 TJ "s w 3 0 D < 70 -) 7) 0 TJ!! -( Z X - r 7) 77

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

SOUTHWESTERN ELECTRIC POWER COMPANY SCHEDULE H-6.1b NUCLEAR UNIT OUTAGE DATA. For the Test Year Ended March 31, 2009

SOUTHWESTERN ELECTRIC POWER COMPANY SCHEDULE H-6.1b NUCLEAR UNIT OUTAGE DATA. For the Test Year Ended March 31, 2009 Schedule H-6.lb SOUTHWSTRN LCTRIC POWR COMPANY SCHDUL H-6.1b NUCLAR UNIT OUTAG DATA For the Test Year nded March 31, 29 This schedule is not applicable to SVvPCO. 5 Schedule H-6.1 c SOUTHWSTRN LCTRIC POWR

More information

!"#$%-&'%'()*(+!$,- +.!*/"(!%0'##1- *#,0'(!,%'%!" #$"%"& $'()#*+* ).2.%,# /3,%(,-!'(+''0,4

!#$%-&'%'()*(+!$,- +.!*/(!%0'##1- *#,0'(!,%'%! #$%& $'()#*+* ).2.%,# /3,%(,-!'(+''0,4 "#$%-&'%'()*(+$,- +.*/"(%0'##1- *#,0'(,%'% " #$"%"& $'()#*+* ).2.%,# /3,%(,- '(+''0,4 #*$2'.5,26#.' &(,.'/,#'#,' "3,/.$,3.0 $ #,%(,2"3, "$%,0,(.0"##13 &2"%,#.- /7889:;," +)*+(",*- './,)0 +1-#-,* (",2*2"1"

More information

QUESTIONNAIRE FOR WEST BENGAL Demand Side Management & Renewable Energy in India: Capacity Building of CSOs -- DREC PROJECT. Ešlc a pðå u LR abé

QUESTIONNAIRE FOR WEST BENGAL Demand Side Management & Renewable Energy in India: Capacity Building of CSOs -- DREC PROJECT. Ešlc a pðå u LR abé Ešlc a pðå u LR abé 1z Ešlc a l e j 2z Sm l e j 3z Ešlc a l WL e J k N k Nl hhle (NË j, b e, hôl, fe L X, j h Cm eðl CaÉ c pçf ZÑ b L A a BhnÉL) WL e g e eðl (STD Code pq) j h Cm eðl C- jm 4z Hm L - 1z

More information

o ri fr \ jr~ ^: *^ vlj o^ f?: ** s;: 2 * i i H-: 2 ~ " ^ o ^ * n 9 C"r * ^, ' 1 ^5' , > ^ t g- S T ^ r. L o n * * S* * w 3 ** ~ 4O O.

o ri fr \ jr~ ^: *^ vlj o^ f?: ** s;: 2 * i i H-: 2 ~  ^ o ^ * n 9 Cr * ^, ' 1 ^5' , > ^ t g- S T ^ r. L o n * * S* * w 3 ** ~ 4O O. THE PENALTY FR MAKING A FALSE STATEMENT IN THIS REPRT AND/R CERTIFICATE IS S5. R SIX MNTHS IMPRISNMENT R BTH "D "? y. " cr TJ Xl^ " Q. rt 5' "g s r ^.. C i :? S :.. y ' : s s ^ST (X. I ^^ ^ ^ S : t ^ :

More information

APPH 4200 Physics of Fluids

APPH 4200 Physics of Fluids APPH 4200 Physics of Fluids Rotating Fluid Flow October 6, 2011 1.!! Hydrostatics of a Rotating Water Bucket (again) 2.! Bath Tub Vortex 3.! Ch. 5: Problem Solving 1 Key Definitions & Concepts Ω U Cylindrical

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

106 70/140H-8 70/140H-8

106 70/140H-8 70/140H-8 7/H- 6 H 7/H- 7 H ffffff ff ff ff ff ff ff ff ff f f f f f f f f f f f ff f f f H 7/H- 7/H- H φφ φφ φφ φφ! H 1 7/H- 7/H- H 1 f f f f f f f f f f f f f f f f f f f f f f f f f f f f f ff ff ff ff φ φ φ

More information

35H MPa Hydraulic Cylinder 3.5 MPa Hydraulic Cylinder 35H-3

35H MPa Hydraulic Cylinder 3.5 MPa Hydraulic Cylinder 35H-3 - - - - ff ff - - - - - - B B BB f f f f f f f 6 96 f f f f f f f 6 f LF LZ f 6 MM f 9 P D RR DD M6 M6 M6 M. M. M. M. M. SL. E 6 6 9 ZB Z EE RC/ RC/ RC/ RC/ RC/ ZM 6 F FP 6 K KK M. M. M. M. M M M M f f

More information

Tornado, Squalls Strike Kinston Area

Tornado, Squalls Strike Kinston Area q k K A V N 28 #/K N /WANE CO A AON-CHEY ON A N F W N H W D M D H U x 30 M k k M D 945 E M A A k - A k k k A C M D C 030 D H C C 0645 000 200 W j A D M D k F E- HAUNNG CALL - A A x U M D M j A A 9000 k

More information

WALL D*TA PRINT-OUT. 3 nmth ZONE

WALL D*TA PRINT-OUT. 3 nmth ZONE T A B L E A 4. 3 G L A S S D A T A P R I N T - O U T H T C L».>qth» H e ig h t n u «b»r C L A S S D A T A P R I N T O U T it************************************ 1*q o v»rh # n g recm oi*ion*l orient n

More information

ilpi4ka3 MuHucrepcrBo o6pasobahufl Huxeropollcnofi o Onacrrl rocyaapctnennofi rrorosofi s2015 ro4y fl? /CI.?G

ilpi4ka3 MuHucrepcrBo o6pasobahufl Huxeropollcnofi o Onacrrl rocyaapctnennofi rrorosofi s2015 ro4y fl? /CI.?G MuucpcB 6psBul uxpllci cl ilpk l? /C.?G ' uxui P' 06 YP [pcjb CCTB qb cypci KMqui KMcc uxpqcci 6cu 015 Y' B cstctb yktm 1 lpxk plbl' 'cypcsuii u "c1 6p:JbbM ppmmll Cp 6[ Sp: ybpx pkm MuucpcTB 6p:ux 1 yk

More information

fnm 'et Annual Meeting

fnm 'et Annual Meeting UUVtK Ht.t, A 0 8 4 S.. Rittin Nub t, n L Y t U N i, n ' A N n, t\ V n b n k pny' ull N) 0 R Z A L A V N U X N S N R N R H A V N U R A P A R K A L A N Y Buin Add. N. Stt ity wn / Pvin) Ali l) lil tal?l

More information

Housing Market Monitor

Housing Market Monitor M O O D Y È S A N A L Y T I C S H o u s i n g M a r k e t M o n i t o r I N C O R P O R A T I N G D A T A A S O F N O V E M B E R İ Ī Ĭ Ĭ E x e c u t i v e S u m m a r y E x e c u t i v e S u m m a r y

More information

ieski. a n d H. A. Lange.

ieski. a n d H. A. Lange. G 34 D 0 D 90 : 5S D Vz S D NEWS W Vz z F D < - ;»( S S C S W C - z z! L D F F V Q4 R U O G P O N G-34 q O G

More information

Grilled it ems are prepared over real mesquit e wood CREATE A COMBO STEAKS. Onion Brewski Sirloin * Our signature USDA Choice 12 oz. Sirloin.

Grilled it ems are prepared over real mesquit e wood CREATE A COMBO STEAKS. Onion Brewski Sirloin * Our signature USDA Choice 12 oz. Sirloin. TT & L Gl v l q T l q TK v i f i ' i i T K L G ' T G!? Ti 10 (Pik 3) -F- L P ki - ik T ffl i zzll ik Fi Pikl x i f l $3 (li 2) i f i i i - i f i jlñ i 84 6 - f ki i Fi 6 T i ffl i 10 -i i fi & i i ffl

More information

III Illl i 111 III illlllill 111 Illlll

III Illl i 111 III illlllill 111 Illlll t - - - - - QUQMOLY"lJl) 7 M ft Fi t FQRMRT* ;ty- - / OC../^. l_.^... FIGURE: 4 III Illl i 111 III 111 111 illlllill 111 Illlll Areal \\Jct (p~~7 v~v t 42C81NW0009 eel COWIE 200 " - t ipa- - cs-a x s\-8.xjw

More information

SOLUTIONS OF GAMES BY DIFFERENTIAL EQUATIONS G. W. Brown and J. von Neumann. 1_. The purpose of this note is to give a new proof for the

SOLUTIONS OF GAMES BY DIFFERENTIAL EQUATIONS G. W. Brown and J. von Neumann. 1_. The purpose of this note is to give a new proof for the -1- P-142 1-19-50 SOLUTIONS OF GAMES BY DIFFERENTIAL EQUATIONS G. W. Brown and J. von Neumann 1_. The purpose of this note is to give a new proof for the existence of a "value" and of M good strategies"

More information

Napa Valley Community College District Tentative Budget Fiscal Year

Napa Valley Community College District Tentative Budget Fiscal Year apa Vally Cmmunity Cllg District Ttativ Budgt Fiscal Yar 216-217 Gral Fund - Unrstrictd Funds Gral Fund - Rstrictd Funds Capital Outlay Prjcts Fund Child Car Fund Pst-Rtirmt Bfits Fund Califrnia Emplyrs'

More information

On Local and Global Existence and Uniqueness of Solutions of the 3D-Navier-Stokes System on R A 3

On Local and Global Existence and Uniqueness of Solutions of the 3D-Navier-Stokes System on R A 3 united nations educational, scientific and cultural organization the * international centre for theoretical physics international atomic energy agency 1CTP SMR.1573-21 SUMMER SCHOOL AND CONFERENCE ON DYNAMICAL

More information

ECE 3040 Microelectronic Circuits. Exam 1. February 20, 2012

ECE 3040 Microelectronic Circuits. Exam 1. February 20, 2012 ECE 3040 Microelectronic Circuits Exam 1 February 20, 2012 Dr. W. Alan Doolittle Print your name clearly and largely: 5tJ(u 'f-:()/0 Instructions: Read all the problems carefully and thoroughly before

More information

EA = I 3 = E = i=1, i k

EA = I 3 = E = i=1, i k MTH5 Spring 7 HW Assignment : Sec.., # (a) and (c), 5,, 8; Sec.., #, 5; Sec.., #7 (a), 8; Sec.., # (a), 5 The due date for this assignment is //7. Sec.., # (a) and (c). Use the proof of Theorem. to obtain

More information

1893] A DOUBLY-rXFINITE SYSTEM OF SIMPLE GROUPS.?3

1893] A DOUBLY-rXFINITE SYSTEM OF SIMPLE GROUPS.?3 1893] A DOUBLY-rXFINITE SYSTEM OF SIMPLE GROUPS.?3 A DOUBLY-INFINITE SYSTEM OP SIMPLE GROUPS. {Abstract of a Paper* presented to the Congress of Mathematics at Cfncago, August 35, 1803.) BY PROF. B. HASTINGS

More information

`G 12 */" T A5&2/, ]&>b ; A%/=W, 62 S 35&.1?& S + ( A; 2 ]/0 ; 5 ; L) ( >>S.

`G 12 */ T A5&2/, ]&>b ; A%/=W, 62 S 35&.1?& S + ( A; 2 ]/0 ; 5 ; L) ( >>S. 01(( +,-. ()*) $%&' "#! : : % $& - "#$ :, (!" -&. #0 12 + 34 2567 () *+ '!" #$%& ; 2 "1? + @)&2 A5&2 () 25& 89:2 *2 72, B97I J$K

More information

L'ACADEMIE POLONAISE DES SCIENCES

L'ACADEMIE POLONAISE DES SCIENCES BULLETIN DE L'ACADEMIE POLONAISE DES SCIENCES R dacteur en chef Redacteur en chef suppuant K. KURATOWSKI L. INFELD SERIE DES SCIENCES TECHNIQUES Redacteur de la Serie J. GROSZKOWSKI Comit6 de Redaction

More information

W= -b'e + af + cg + dh, X= a'e + bf + dg' - ch', Y = -d'e - cf+ ag' - bh, Z = e'e - df + bg + ah',

W= -b'e + af + cg + dh, X= a'e + bf + dg' - ch', Y = -d'e - cf+ ag' - bh, Z = e'e - df + bg + ah', PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY Volume 88, Number 4. August 1983 LAGRANGE IDENTITY FOR POLYNOMIALS AND Ô-CODES OF LENGTHS It AND 13/ C. H. YANG Abstract. It is known that application of

More information

p r * < & *'& ' 6 y S & S f \ ) <» d «~ * c t U * p c ^ 6 *

p r * < & *'& ' 6 y S & S f \ ) <» d «~ * c t U * p c ^ 6 * B. - - F -.. * i r > --------------------------------------------------------------------------- ^ l y ^ & * s ^ C i$ j4 A m A ^ v < ^ 4 ^ - 'C < ^y^-~ r% ^, n y ^, / f/rf O iy r0 ^ C ) - j V L^-**s *-y

More information

AECD-3260 PILE TRANSFER FUNCTIONS. _Mai. By " Joseph P. Franz. July 18, Westinghouse Atomic Power Division UWIXMT!OISTA!

AECD-3260 PILE TRANSFER FUNCTIONS. _Mai. By  Joseph P. Franz. July 18, Westinghouse Atomic Power Division UWIXMT!OISTA! UNITED STATES ATOMIC ENERGY COMMISSION AECD-3260 PILE TRANSFER FUNCTIONS _Mai By " Joseph P. Franz C-fl UWIXMT!OISTA!TEMEN A~pwrovea tot purzhc twooaso A July 18, 1949 *'IGY CD, Westinghouse Atomic Power

More information

ON THE DENSITY OF SOME SEQUENCES OF INTEGERS P. ERDOS

ON THE DENSITY OF SOME SEQUENCES OF INTEGERS P. ERDOS ON THE DENSITY OF SOME SEQUENCES OF INTEGERS P. ERDOS Let ai

More information

-r IdfJ (r-lc) / f\&() + Q sz r I~ (Y\(,J /I\q) +- fy\17. ~~/VL ~ V\ ("I) -:: f\(") e-rn~>,/'(-

-r IdfJ (r-lc) / f\&() + Q sz r I~ (Y\(,J /I\q) +- fy\17. ~~/VL ~ V\ (I) -:: f\() e-rn~>,/'(- 1. Consider a dilute gas of particles in the atmosphere. Near the earth's surface, the force on a particle of mass m may be taken as a constant, F = -mgj, where J is a unit vector in the vertical direction.

More information

A Geometric of Numerical Solution of Nonlinear Equations and Error by Urabe's Proposition

A Geometric of Numerical Solution of Nonlinear Equations and Error by Urabe's Proposition Publ. RIMS, Kyoto Univ. Vol. 5 (1969), pp.jl-9 A Geometric of Numerical Solution of Nonlinear Equations and Error by Urabe's Proposition By Yoshitane SHINOHARA* 1. Introduction In his paper [1], Rybashov

More information

Qtr. Bryysofx. Bsyly. &B b ,!DD)< If,( r=mff!rs ; g igk yq. p± : }y s. Any compact. disjoint. Det. space. of s. Bsgcy ;) Bry!Yj ),

Qtr. Bryysofx. Bsyly. &B b ,!DD)< If,( r=mff!rs ; g igk yq. p± : }y s. Any compact. disjoint. Det. space. of s. Bsgcy ;) Bry!Yj ), metric SCE spce Any compct subset S of is closed p± We show tht Sc is S we every yes find disjoint Bryysofx is y s Bsyly n Tke K 5 nbhds For cover of s WTS Brix 5 Qtr of Y &B b compctness of S there exist

More information

C 0805 C 225 M 4 R A C AUTO. Capacitance Rated Voltage 9 = = 10 4 = 16 3 = 25 5 = 50 1 = = 200 A = 250 J = ±5% K = ±10% M = ±20%

C 0805 C 225 M 4 R A C AUTO. Capacitance Rated Voltage 9 = = 10 4 = 16 3 = 25 5 = 50 1 = = 200 A = 250 J = ±5% K = ±10% M = ±20% Surface Mount Multilayer Ceramic Chip Capacitors (SMD MLCCs) X7R Dielectric, 2 VDC (Automotive Grade) Overview The KEMET Automotive Grade Surface Mount Capacitors in X7R dielectric are suited for a variety

More information

Firmware Versionen. FAX-Geräte (Tinte) FAX-Geräte (Laser) DCP-Geräte (Tinte)

Firmware Versionen. FAX-Geräte (Tinte) FAX-Geräte (Laser) DCP-Geräte (Tinte) FAX-Geräte (Tinte) FAX-1355 lz0819_l.pmu 20.05.2010 L 66A3 0003 FAX-1360 lz0819_l.pmu 20.05.2010 L 66A3 0103 FAX-1460 lz0819_l.pmu 20.05.2010 L 66A3 0203 FAX-1560 lz0819_l.pmu 20.05.2010 L 66A3 0303 FAX-1835C

More information

Agenda Rationale for ETG S eek ing I d eas ETG fram ew ork and res u lts 2

Agenda Rationale for ETG S eek ing I d eas ETG fram ew ork and res u lts 2 Internal Innovation @ C is c o 2 0 0 6 C i s c o S y s t e m s, I n c. A l l r i g h t s r e s e r v e d. C i s c o C o n f i d e n t i a l 1 Agenda Rationale for ETG S eek ing I d eas ETG fram ew ork

More information

YORK UNIVERSITY. Faculty of Science and Engineering Faculty of Liberal Arts and Professional Studies MATH A Test #2.

YORK UNIVERSITY. Faculty of Science and Engineering Faculty of Liberal Arts and Professional Studies MATH A Test #2. YORK UNIVERSITY Faculty of Science and Engineering Faculty of Liberal Arts and Professional Studies MATH 317 6. A Test #2 June 27, 212 Surname (print): Given Name: Student No: Signature: INSTRUCTIONS:

More information

Cambridgeshire Minerals and Waste Development Scheme. August 2017

Cambridgeshire Minerals and Waste Development Scheme. August 2017 Cmbidshi is d Ws Dm hm s 2017 Cmbidshi C Ci hi H Cs Hi Cmbid CB3 0P www.mbidshi..k 1.0 ITRDUCTI 1.1 This is d Ws Dm hm is f Cmbidshi. 1.2 Th C Ci is ssib f h i f i i id f mi d ws mm ss. I s is d sss i

More information

> Numbers with tenths, hundredths, and thousandths can be. three tenths one and seven hundredths two hundred thirteen thousandths

> Numbers with tenths, hundredths, and thousandths can be. three tenths one and seven hundredths two hundred thirteen thousandths gthusandths Quick Revie > Nubers ith tenths, hundredths, and thusandths can be ritten as decials. T 0-1100 1-0^ i 0.21 three tenths ne and seven hundredths t hundred thirteen thusandths T> Yu can use a

More information

Math Assignment. Dylan Zwick. Spring Section 1.2-1, 6, 11, 15, 27, 35, 43 Section Section 1.1-1, 12, 15, 20, 45

Math Assignment. Dylan Zwick. Spring Section 1.2-1, 6, 11, 15, 27, 35, 43 Section Section 1.1-1, 12, 15, 20, 45 Math 2280 - Assignment 1 Dylan Zwick Spring 201 Section 1.1-1, 12, 15, 20, 45 Section 1.2-1, 6, 11, 15, 27, 5, 4 Section 1. - 1, 6, 9, 11, 15, 21, 29 1 Section 1.1 - Differential Equations and Mathe matical

More information

\-. [)fe-~ LDO ~ (puct)

\-. [)fe-~ LDO ~ (puct) t Co A) \" (2.() L-- ~ C-H tv Y($ U I:!""S \-. [)fe-~ LDO ~ (puct) f) f re-aj vs e---b UJ1,\1-+ s I' e-pp /L M~")Il (U 2 ( C:1-C~e=-D-,-em P {tp c.vq _ 0~lj 1 Feec -t> A--cX:..- (J2),u 'HU>L - ~ DS\ u>

More information

Synthesis of passband filters with asymmetric transmission zeros

Synthesis of passband filters with asymmetric transmission zeros Synthesis of passband filters with asymmetric transmission zeros Giuseppe Macchiarella Polytechnic of Milan, Italy Electronic and Information Department Passband filters with asymmetric zeros Placing asymmetric

More information

SOME HOMOTOPY GROUPS OF STIEFEL MANIFOLDS 1

SOME HOMOTOPY GROUPS OF STIEFEL MANIFOLDS 1 SME HMTPY GRUPS F STIEFEL MAIFLDS 1 BY C. S. H AD M. E. MAHWALD Counicated by W. S. Massey, February 1, 1965 Paechter [7] ade soe putations of Tk p (Vk,) where Vk, is the Stiefel anifold of fraes in k

More information

Analysis of the A-C Voltage Control Circuit with Parallel Connection of SCR and Reactor"

Analysis of the A-C Voltage Control Circuit with Parallel Connection of SCR and Reactor MEMOIRS OF THE SCHOOL OF ENGINEERIKG OKAYAMA UNIVERSITY, Vo!. 3, Ko. I, SEPTEMBER, 1968 Analysis of the A-C Voltage Control Circuit with Parallel Connection of SCR and Reactor" Toyoji HIMEl, Takeshi FUJITSUKA,

More information

f;g,7k ;! / C+!< 8R+^1 ;0$ Z\ \ K S;4 i!;g + 5 ;* \ C! 1+M, /A+1+> 0 /A+>! 8 J 4! 9,7 )F C!.4 ;* )F /0 u+\ 30< #4 8 J C!

f;g,7k ;! / C+!< 8R+^1 ;0$ Z\ \ K S;4 i!;g + 5 ;* \ C! 1+M, /A+1+> 0 /A+>! 8 J 4! 9,7 )F C!.4 ;* )F /0 u+\ 30< #4 8 J C! 393/09/0 393//07 :,F! ::!n> b]( a.q 5 O +D5 S ١ ; ;* :'!3Qi C+0;$ < "P 4 ; M V! M V! ; a 4 / ;0$ f;g,7k ;! / C+!< 8R+^ ;0$ Z\ \ K S;4 "* < 8c0 5 *

More information

APPH 4200 Physics of Fluids

APPH 4200 Physics of Fluids APPH 4200 Physics of Fluids Boundary Layers (Ch. 10) Answer: A pioneer in he mahemaical developmen of aerodynamics who conceived he idea of a fluid boundary layer, considered by many as he greaes single

More information

I if +5sssi$ E sr. Egglg[[l[aggegr glieiffi*gi I I a. gl$[fli$ilg1li3fi[ Ell F rss. F$EArgi. SEgh*rqr. H uf$:xdx. FsfileE

I if +5sssi$ E sr. Egglg[[l[aggegr glieiffi*gi I I a. gl$[fli$ilg1li3fi[ Ell F rss. F$EArgi. SEgh*rqr. H uf$:xdx. FsfileE (tl Sh*q +sss$!! ll ss s ;s$ll s ; B 3 $ Sest -9[*; s$t 1,1 - e^ -" H u$xdx fd $A sfle *9,9* '. s. \^ >X!l P s H 2.ue ^ O - HS 1- -l ( l[[l[e lff* l$[fl$l1l3f[ U, -.1 $tse;es s TD T' ' t B $*l$ \l - 1

More information

[ ' National Tedocal Information Seract. yäiiiiiliiiyiiiiuilii! PB

[ ' National Tedocal Information Seract. yäiiiiiliiiyiiiiuilii! PB I: p?aiif!!i!? p *!!r?s?!i; n yäiiiiiliiiyiiiiuilii! PB93-37784 Extended Range Modified Gradient Technique for Profile Inversion - Technische Univ. Delft (Netherlands) gpr^s«tor p-^uc leieasal 992 V [

More information

The European. Ombudsman. for business

The European. Ombudsman. for business G O D O Th E Ob f b EN Whh b SME, wh h EU b, h E Ob b f h EU. If b h fwk f EU-f j, f f fw wh h EU h f,, bb, f, h E Ob h. E O R E Ob Pb f b b wh h EU : L C Pb wh f Lk f /f f P U V f f h I h, h E Ob f b.

More information

ORF307 Optimization Practice Midterm 1

ORF307 Optimization Practice Midterm 1 Princeton University Department of Operations Research and inaocial Engineering OR307 Optimization Practice Midterm 1 Closed book. No computers. Calculators allowed (but not needed). You are permined to

More information

! J*UC4j u<s.< U l*4 3) U /r b A a ti ex Ou rta + s U fa* V. H lu< Y ^i«iy /( c * i U O rti^ ^ fx /i«w

! J*UC4j u<s.< U l*4 3) U /r b A a ti ex Ou rta + s U fa* V. H lu< Y ^i«iy /( c * i U O rti^ ^ fx /i«w p ) X 6 @ / [ j t [ l C ^ h u M q f» -» - * / ---- ---------------- ------ - Muuuka y Um tq/z/h*. Ik M tu ^ t j a s ^ #/ Jjfif*.! J*UC4j u

More information

SOME PROBLEMS OF CLOSURE CONNECTED WITH THE GEISER TRANSFORMATION*

SOME PROBLEMS OF CLOSURE CONNECTED WITH THE GEISER TRANSFORMATION* 1924.] GEISER TRANSFORMATION 527 SOME PROBLEMS OF CLOSURE CONNECTED WITH THE GEISER TRANSFORMATION* BY ARNOLD EMCH 1. Introduction, Problems of closure may be defined as series of geometrical operations

More information

C 0805 C 225 M 4 R A C AUTO. Capacitance Rated Voltage 9 = = 10 4 = 16 3 = 25 5 = 50 1 = = 200 A = 250

C 0805 C 225 M 4 R A C AUTO. Capacitance Rated Voltage 9 = = 10 4 = 16 3 = 25 5 = 50 1 = = 200 A = 250 Surface Mount Multilayer Ceramic Chip Capacitors (SMD MLCCs) X7R Dielectric, 2 VDC (Automotive Grade) Overview KEMET s Automotive Grade Series surface mount capacitors in X7R dielectric are suited for

More information

A-\ LOAN DOCUMENT ' ' """" N11I OTIC TBAC UNANNOUNCED JUSTIFICATION DTIC^OA DISTRIBUTION STAMP DATE RECEIVED IN DTIC

A-\ LOAN DOCUMENT ' '  N11I OTIC TBAC UNANNOUNCED JUSTIFICATION DTIC^OA DISTRIBUTION STAMP DATE RECEIVED IN DTIC LAN DCUMENT ' ' """" N TC TBAC UNANNUNCED JUTFCATN w DTRBUTN/ AVALABLTY DE DTRBUTN AVALABLTY AND/R PECAL A-\ DTRBUTN TAMP 99822 077 DATE RECEVED N DTC PHTGRAPH TH HEET AND RETURN T DTC-FDAC DTC^A DCUMENT

More information

['lljj 3=Q, ~ O:z.s:: (1) -:: lj:::o l t- lld. \3~ = ~f\ 0n= 1. Find 0 25 for the sequence of positive 3-digit numbers \ ~I = -S (

['lljj 3=Q, ~ O:z.s:: (1) -:: lj:::o l t- lld. \3~ = ~f\ 0n= 1. Find 0 25 for the sequence of positive 3-digit numbers \ ~I = -S ( Arithmetic: Calculators Permitted S = 11(01 + a,, ) " 2 0n= 1. Find 0 25 for the sequence of positive 3-digit numbers thataremultiples of7. los 118 IIQ).., J ) O:z.s:: 105+21(1) ['lljj ame, _ Dat e. No

More information

2.' -4-5 I fo. - /30 + ;3, x + G: ~ / ~ ) ~ ov. Fd'r evt.'i') cutckf' ()y\e.._o OYLt dtt:vl. t'"'i ~ _) y =.5_21/2-+. 8"'- 2.

2.' -4-5 I fo. - /30 + ;3, x + G: ~ / ~ ) ~ ov. Fd'r evt.'i') cutckf' ()y\e.._o OYLt dtt:vl. t''i ~ _) y =.5_21/2-+. 8'- 2. Statistics 100 Sample FINAL Instructions: I. WORK ALL PROBLEMS. Please, give details and explanations and SHOW ALL YOUR WORK so that partial credits can be given. 2. You may use four pages of notes, tables

More information

TOPOLOGICAL AND MEASURE THEORETIC PROPERTIES OF ANALYTIC SETS

TOPOLOGICAL AND MEASURE THEORETIC PROPERTIES OF ANALYTIC SETS TOPOLOGICAL AND MEASURE THEORETIC PROPERTIES OF ANALYTIC SETS MAURICE SION 1. Introduction. G. Choquet's definition [l] of an analytic set in a topological space as the continuous image of a Kc has proved

More information

AN EFFICIENT ESTIMATOR FOR THE EXPECTATION OF A BOUNDED FUNCTION UNDER THE RESIDUAL DISTRIBUTION OF AN AUTOREGRESSIVE PROCESS

AN EFFICIENT ESTIMATOR FOR THE EXPECTATION OF A BOUNDED FUNCTION UNDER THE RESIDUAL DISTRIBUTION OF AN AUTOREGRESSIVE PROCESS Ann. Inst. Statist. Math. Vol. 46, No. 2, 309-315 (1994) AN EFFICIENT ESTIMATOR FOR THE EXPECTATION OF A BOUNDED FUNCTION UNDER THE RESIDUAL DISTRIBUTION OF AN AUTOREGRESSIVE PROCESS W. WEFELMEYER Mathematical

More information

Jsee x dx = In Isec x + tanxl + C Jcsc x dx = - In I cscx + cotxl + C

Jsee x dx = In Isec x + tanxl + C Jcsc x dx = - In I cscx + cotxl + C MAC 2312 Final Exam Review Instructions: The Final Exam will consist of 15 questions plus a bonus problem. All questions will be multiple choice, which will be graded partly on whether or not you circle

More information

dign~aai5ni~nmz?~uum? bbdo do00 mod 191'6a1'6. 0 bbdo docd

dign~aai5ni~nmz?~uum? bbdo do00 mod 191'6a1'6. 0 bbdo docd dign~aai5ni~nmz?~uum? 1915.0 bbdo do00 mod 191'6a1'6. 0 bbdo docd (Q) Aivluwdi~yiluIsduuuiu~uuws:pa~au~nh I~.rduunnudu Is.rdisuuina'ssuini~~ uat~s.riiuur~wu$~~~diy~iaiuik du ds-ry~xan diqyih oardiqcgiof

More information

NOTE ON A THEOREM OF KAKUTANI

NOTE ON A THEOREM OF KAKUTANI NOTE ON A THEOREM OF KAKUTANI H. D. BRUNK 1. Introduction. Limit theorems of probability have attracted much attention for a number of years. For a wide class of limit theorems, the language and methods

More information

MEAN VALUE THEOREMS IN q-calculus. Predrag M. Rajkovic, Miomir S. Stankovic, Sladana D. Marinkovic

MEAN VALUE THEOREMS IN q-calculus. Predrag M. Rajkovic, Miomir S. Stankovic, Sladana D. Marinkovic MATEMATHQKHBECHHK 54 (2002), 171-178 UDK 517.28 oprrr-anaznra HaY'-IHVl pazr research paper MEAN VALUE THEOREMS IN q-calculus Predrag M. Rajkovic, Miomir S. Stankovic, Sladana D. Marinkovic Abstract. In

More information

FAX NO. : OFFICE OF ACADEMIC SERVICRS, KASETSARY UNIV.ERSITY

FAX NO. : OFFICE OF ACADEMIC SERVICRS, KASETSARY UNIV.ERSITY Jul. 19 2015 03:14AM P1 1Ulf Jl'l1'a f;f11 / Fax Tranl'missiolU Sheet nv ~ A ~ ~ J.'

More information

SOME PROPERTIES OF THIRD-ORDER RECURRENCE RELATIONS

SOME PROPERTIES OF THIRD-ORDER RECURRENCE RELATIONS SOME PROPERTIES OF THIRD-ORDER RECURRENCE RELATIONS A. G. SHANNON* University of Papua New Guinea, Boroko, T. P. N. G. A. F. HORADAIVS University of New Engl, Armidale, Australia. INTRODUCTION In this

More information

a construction for sets of integers with distinct subset sums

a construction for sets of integers with distinct subset sums a construction for sets of integers with distinct subset sums Tom Bohman Department of Mathematics, 2-339 Massachusetts Institute of Technology 77 Massachusetts Ave. Cambridge, MA 02139 bohman@math.mit.edu

More information

M $ 4 65\ K;$ 5, 65\ M $ C! 4 /2 K;$ M $ /+5\ 8$ A5 =+0,7 ;* C! 4.4/ =! K;$,7 $,+7; ;J zy U;K z< mj ]!.,,+7;

M $ 4 65\ K;$ 5, 65\ M $ C! 4 /2 K;$ M $ /+5\ 8$ A5 =+0,7 ;* C! 4.4/ =! K;$,7 $,+7; ;J zy U;K z< mj ]!.,,+7; V 3U. T, SK I 1393/08/21 :,F! 1393/10/29 ::!n> 2 1 /M + - /E+4q; Z R :'!3Qi M $,7 8$ 4,!AK 4 4/ * /;K "FA ƒf\,7 /;G2 @;J\ M $ 4 65\ K;$ 5, 65\ M $ C! 4 /2 K;$ M $ /+5\ 8$ A5 =+0,7 ;* C! 4.4/ =! K;$,7 $,+7;

More information

A B CDE F B FD D A C AF DC A F

A B CDE F B FD D A C AF DC A F International Journal of Arts & Sciences, CD-ROM. ISSN: 1944-6934 :: 4(20):121 131 (2011) Copyright c 2011 by InternationalJournal.org A B CDE F B FD D A C A BC D EF C CE C A D ABC DEF B B C A E E C A

More information

2. T H E , ( 7 ) 2 2 ij ij. p i s

2. T H E , ( 7 ) 2 2 ij ij. p i s M O D E L O W A N I E I N Y N I E R S K I E n r 4 7, I S S N 1 8 9 6-7 7 1 X A N A L Y S I S O F T E M P E R A T U R E D I S T R I B U T I O N I N C O M P O S I T E P L A T E S D U R I N G T H E R M A

More information

535.37(075.8) : /, ISBN (075.8) ISBN , 2008, 2008

535.37(075.8) : /, ISBN (075.8) ISBN , 2008, 2008 .. 2008 535.37(075.8) 22.34573 66.. 66 : /... : -, 2008. 131. ISBN 5-98298-312-8 -,, -,,, -, -., 200203 «-».,,, -. 535.37(075.8) 22.34573 -,.. ISBN 5-98298-312-8.., 2008, 2008., 2008 2 , -. :,, - ;,, ;

More information

R a. Aeolian Church. A O g C. Air, Storm, Wind. P a h. Affinity: Clan Law. r q V a b a. R 5 Z t 6. c g M b. Atroxic Church. d / X.

R a. Aeolian Church. A O g C. Air, Storm, Wind. P a h. Affinity: Clan Law. r q V a b a. R 5 Z t 6. c g M b. Atroxic Church. d / X. A M W A A A A R A O C A () A 6 A A G A A A A A A-C Au A A P 0 V A T < Au J Az01 Az02 A Au A A A A R 5 Z 6 M B G B B B P T Bu B B B B S B / X B A Cu A, S, W A: S Hu Ru A: C L A, S, F, S A, u F C, R C F

More information

1-1.3 Spectral Emissivity, e (X) - Aluminum Oxide

1-1.3 Spectral Emissivity, e (X) - Aluminum Oxide 1-1.3 Spectral Emissivity, e (X) - Aluminum Oxide Representative curves for the spectral emissivity of bulk alumina, bulk sapphire, and powdered sapphirc are presented in this section. Supplementary to

More information

,3 ~~f,,,ij~ S

,3 ~~f,,,ij~ S ( H )RSE SOCIATlON ENTRY NUMBER ::JI,.. l../& 3 ;JlJ YOUTH LEVEL JI: ld o...t.l, IrC + g. 0 rt 0, PATTERN CLASS SORE SHEET YOUTH YOUTH AMATEUR AMATEUR AMATEUR < : LEVEL SELECT 0....,.,.!!:I.. 3 OF&P COMMENTS

More information

Equipping students to think biblically, live wisely and serve faithfully for over 30 years. MAY 2015 IMPORTANT DAYS IN MAY:

Equipping students to think biblically, live wisely and serve faithfully for over 30 years. MAY 2015 IMPORTANT DAYS IN MAY: MAY 2015 IMPORTANT DAYS IN MAY: PCS Piw D M, 5/4 Bl W, 5/20 Gi S, 5/24 L D f Sl W, 5/27 Eqii ik ill, wil fifll f 30. PARK CHRISTIAN SCHOOL w; i i w i m l M iw w m l f i W, f w i, Y Cil i w i q, w, i i

More information

THE INTEGRABILITY OF A SEQUENCE OF FUNCTIONS*

THE INTEGRABILITY OF A SEQUENCE OF FUNCTIONS* THE INTEGRABILITY OF A SEQUENCE OF FUNCTIONS* BY R. l. jeffery 1. Introduction. Let f=fx,f2, be a sequence of functions summable on the measurable set E, and convergent on E to the summable function F.

More information

Indeterminate Analysis Force Method 1

Indeterminate Analysis Force Method 1 Indeterminate Analysis Force Method 1 The force (flexibility) method expresses the relationships between displacements and forces that exist in a structure. Primary objective of the force method is to

More information

Exam I CH 301H Fall '10

Exam I CH 301H Fall '10 Exam I CH 301H Fall '10 Vanden Bout Name: ---L\(...JO-E...;,l Carefully read all the problems (your exam should have 12 problems) Show all your work on numerical problems Clearly mark your answers If you

More information

4-Cycle Group-Divisible Designs with Two Associate Classes

4-Cycle Group-Divisible Designs with Two Associate Classes Combinatorics Probability and Computing 2001 10 317 343. c 2001 Cambridge University Press DOI 10.1017/S0963548301004734 Printed in the United Kingdom 4-Cycle Group-Divisible Designs with Two Associate

More information