Order Statistics from Exponentiated Gamma. Distribution and Associated Inference

Size: px
Start display at page:

Download "Order Statistics from Exponentiated Gamma. Distribution and Associated Inference"

Transcription

1 It J otm Mth Scc Vo 4 9 o 7-9 Od Stttc fom Eottd Gmm Dtto d Aoctd Ifc A I Shw * d R A Bo G og of Edcto PO Bo 369 Jddh 438 Sd A G og of Edcto Dtmt of mthmtc PO Bo 469 Jddh 49 Sd A Atct Od tttc fom ottd gmm EG dtto codd Ect o fo th g d do momt of od tttc fom EG dtto dd Bd o th momt of od tttc th t d tmto BLUE fo th octo d c mt of EG dtto d T-II cog otd Th c d coc of th tmto o td Th mmm hood tmto MLE fo th h mt dd Ao tmto d o od tttc fo th h mt otd F como tw th tmto md d o mto td Mthmtc Sct cfcto 6F; 6F; 6F3; 6G5; 6G3 Kwod Od tttc; Eottd gmm dtto; Momt of od tttc; T-II cog; Mmm hood tmto; Bt d tmto Itodcto Od tttc t m -f cto og dt tg to f ttg td M tho h tdd od tttc d octd fc fo m Dd 98 Bh d oh 99 Aod t 99 d Dd d Ng 3 Bh d Pth 986 otd th t d tmto BLUE of th octo d c mt of hf ogtc dtto d o od tttc Mmm hood tmto MLE of th mt of B XII dtto w dd fo T-II cod m Wgo 993 * Pmt dd Fc of Eg t Sho PO Bo 6 E Md 78 o Egt

2 7 A I Shw d R A Bo Bh d h 998 h dcd tmto fo og-gmm mt d o od tttc Moo Rq 998 h dcd two t of tmto of octo d c mt d o od tttc fom B X dtto Gt d Kd 999 todcd gzd ot dtto d dd th MLE Rq d Ahh otd th BLUE of th octo d c mt of gzd ot dtto d o od tttc Th BLUE of th mt of o-mt d two-mt ogthmc dcg dtto d T-II cod m w dtmd St t Ao Mhmod t 3 h dd th ct o fo th g d do momt of od tttc fom W dtto d cctd th c d coc Bd o th momt th otd th BLUE of th octo d c mt of W dtto d T-II cod m MLE fom B X dtto d T I d II cog w dcd S d Pdgtt 5 Lt X X X dom m of z fom ottd gmm EG dtto wth ot dt fcto df f ; [ ] > > d th cmt dtto fcto cdf g F ; [ ] > > fo dt ot th dtto Shw d Bo 8c Ao chctzto fom EG dtto d o cod d B tmto o th EG dtto dcd Shw d Bo 8 Wh th h mt oth d g th df d cdf of gmm dtto wth h mt α d c mt β G I th w d th ct o fo th g d th do momt of od tttc fom EG dtto d o T-II cod m cto I cto 3 MLE fo th h mt otd Ao om tmto d o od tttc fo th h mt dd cto 4 I cto 5 w th momt of od tttc to ot th c coffct fo th BLUE of th octo d c mt Th c d coc of th tmto o g Nmc m d mto td fo th tmto codd F cto 6 omo tw th tmto d coco md Od Stttc d Momt Lt X X X th od tttc otd fom EG dtto Th g d do momt of od tttc dd foow

3 Od tttc fom ottd Gmm dtto 73 Sg momt Th df of th th od tttc X g Dd 98 f [ F ; ] [ F ; ] f ; > wh f d F g d ct d!!! f c wtt wh f d f ; 3 d 4 Not tht th coffct d ot ddt o Th oto m tht f wghtd g of EG dt th Th momt of th th od tttc dotd α d g α E X f d 5 Th ct ct o fo th g momt of od tttc fom EG dtto g th foowg thom Thom Fo d th α 6 Poof Fom 5 3 d w gt α d [ ] d

4 74 A I Shw d R A Bo Ug th om o w h d d α d Th w gt th t 6 g 4 hc th thom od If ot tg m th th to 6 com α 7 Th g momt of od tttc fom gmm dtto G c otd fom 7 ttg A c c fom 6 th ft g momt m d th cod g momt ct 3 3 α 8 d 4 4 α 9 Do momt Th ot df of X d X < g Dd 98 ] ; [ ] ; ; [ ] ; [ F F F F f ; ; > > f f wh f d F g d ct d!!!! f c wtt ; ; ] ; [ ] ; [ f f F F f

5 Od tttc fom ottd Gmm dtto 75 Th do momt of X d X dotd α < d g d d f X X E α Th ct ct o fo th do momt of od tttc fom th EG dtto g th foowg thom Thom Fo < d th α! 3 Poof Fom d w gt d d ] [ ] [ α ] [ d I 4 wh d I ] [ d! 5 Th fom 4 d 5 w h

6 76 A I Shw d R A Bo d ] [! α! d α Th tg th t qto gmm fcto hc th thom od If ot tg m th th to 3 com α! 6 Th do momt of od tttc fom gmm dtto G c otd fom 6 ttg A c c fom 3 th odct momt of X d X α! Mmm Lhood Etmto So T-II cod m X X X X wh X th th od tttc Th m otd d codd fom EG dtto wth df d cdf g ct d Th hood fcto LF th c c wtt

7 Od tttc fom ottd Gmm dtto 77 wh T ; V 3 T [ ] d V Th ogthm of th LF g L ; T V 3 Th MLE of dotd ˆM g ˆ ˆ M M /[ V V ] 33 Th qto mct fom o t m od g mc tto ch Nwto Rho mthod g Mthmtc 4 I th of comt m tht th tmto ˆ M 33 dc to ˆ M 34 [ ] 4 Etmto Bd o Od Stttc Lt U U U th od tttc of dom m of z fom th fom dtto U d V V V th od tttc of dom m of z fom th ot dtto wth m / E Th o mg of th fct tht X U h E oto d mootoc dcg fcto w h X X d V 4 Lt V V V T II cod m fom E oto d cod th cott π π dfd π Not tht π th m of Z wh Z th th od tttc of dom m of z fom th E dtto To tmt th h mt d o th oto fom E w df Rq 998 S V π V

8 78 A I Shw d R A Bo It foow tht fo / / 3 S dttd mot χ t wth dg of fdom Thfo tmto of dotd ˆ g ˆ S Fom 4 w ot tmto of fcto of od tttc th foowg ˆ 4 [ ] X X X X π d Sc th tmto ˆ / Y wh Y dttd mot χ t foow tht th c of ˆ Vˆ > Not tht c c wh th tmto ˆ 4 th m th MLE of 34 Th tmto ~ dfd ~ [ ] X X X X π 43 mot d tmto fo > wth c / fo > whch m th tht of ˆ B g 4 43 d 33 w h mtd d o Mot-o th of d m q o MSE of ˆ ~ d ˆM I T w h td th fo o choc of d Fom th t w o tht th fomc of ~ tt th of ˆ d ˆ M fo choc of d codd

9 Od tttc fom ottd Gmm dtto 79 T Smtd of d MSE of ˆ ~ d 5 ˆ ~ ˆ M ˆ ~ ˆ M Not Th ft t th mtd Th cod t th mtd MSE T otd 3 35 ˆ ~ ˆ M ˆ ~ ˆ M Not Th ft t th mtd Th cod t th mtd MSE ˆM

10 8 A I Shw d R A Bo A w c fom T th MSE of ~ th tht of ˆ d ˆ M fo ~ comt d cod m codd Ao w ot tht MSE of ˆ d ˆ M c c d dc c Thfo w c tht ~ tt th ˆ d ˆ M fo choc of d codd Nt w dc th tmto of th octo d c mt of th EG dtto It md tht th h mt ow

11 Od tttc fom ottd Gmm dtto 8 5 BLUE of Locto d Sc Pmt Th ct d ct o fo th ft d cod g momt of od tttc g 8 d 9 ct ow to t th m d c of od tttc fo m of z Fo th comtto of c d coc th odct momt α < w comtd ft Th dgo mt α α otd fom th ct o g 9 Nt th ct d ct o g 7 w d fo comtto of th odct momt of two od tttc Th w d to t th coc β α α α Th of m c d coc w comtd g Mthmtc 4 c th gmm fcto It mott to m h tht o comtto wh fo gmm dtto G Am Y Y Y to dom m of z fom th EG dtto wth df μ μ / σ μ μ / σ g ; μ σ [ ] > μ σ > σ σ Lt Y Y Y T-II cod m fom th o dom m Th X X X X wh X Y / μ σ odd m fom oto wth th tdd EG dtto df d cdf g d ct Th w c wt th t d tmto BLUE of μ d σ [ Dd 98 Aod t 99 d Dd d Ng 3] ˆ μ Y Y Y 5 ˆ σ Y Y Y 5 T T wh A V A A V ; T T A α α α α α V th of th coc mt V β Vc d coc of th tmto g V ˆ μ d σ V ˆ σ dσ d o ˆ μ ˆ σ d σ 53 d d T wh D A V A d d I T d 3 w h td th coffct of th BLUE of th octo d c mt ct fo 6 / to d 555 Th coffct of th BLUE td T d 3 chcd th codto d Th c d coc of th BLUE g 53 td T 4 tm of σ

12 8 A I Shw d R A Bo T offct fo th BLUE of μ

13 Od tttc fom ottd Gmm dtto 83 T otd

14 84 A I Shw d R A Bo T 3 offct fo th BLUE of σ

15 Od tttc fom ottd Gmm dtto 85 T 3 otd

16 86 A I Shw d R A Bo T 4 Vc d oc of th BLUE of μ d σ tm of d σ

17 Od tttc fom ottd Gmm dtto 87 T 4 otd d

18 88 A I Shw d R A Bo Fom th ct o 8 9 d 7 w comt th g th do momt of od tttc d th c fo 6 d 55 5 Th c coffct 5 d 5 qd fo th BLUE of μ d σ ct c otd d o th comtto of th m c d coc of od tttc fom EG dtto T d 3 od th coffct of th BLUE of μ d σ ct fo 6 / to d 555 I T 4 w comt th c d coc of th BLUE g 53 d w ot tht fo m Vμˆ c c d dc Othw V σˆ dc c d c dc Ao o ˆ μ ˆ σ dc c d dc Nmc tto I od to tt th f of th fc ocd dcd th cto w cod th m Em Lt cod th c wh th comot h f tm whch foow EG dtto wth So tht w o th foowg mtd od f tm fom EG μ σ Thfo th odd f tm H th fo th odd dt wth 5 5 α d V d o 8 9 d 7 Th coffct 5 d 5 td T d 3 ct Thfo th BLUE of μ d σ comtd to ˆ μ 99 d ˆ σ Th coodg c d coc of μˆ d σˆ comtd to V ˆ μ 756σ V ˆ σ 6647σ d o ˆ μ ˆ σ 85548σ Lt cod th t oto m ζ E Y μ 75 σ Hd w d & ζ Y th m m W wod h & ζ 96 d tdd o SE ζ & Th BLUE of ζ ˆ ζ ˆ μ 75 ˆ σ 95 Th tdd o of ζˆ comtd to SEζˆ 377 Thfo th BLUE fom tt th th m m th of th tdd o fo comt m Em od th o dt t wth 5 d 3 thfo th cod dt

19 Od tttc fom ottd Gmm dtto 89 Fom t d 3 th BLUE of μ d σ comtd to ˆ μ d ˆ σ Th coodg c d coc of μˆ d σˆ comtd to V ˆ μ 49σ V ˆ σ 337σ d o ˆ μ ˆ σ 5394σ Lt cod th t oto m ζ E Y μ 75 σ Hd w d & ζ Y th m m W wod h & ζ 46 d tdd o SE ζ & Th BLUE of ζ ˆ ζ ˆ μ 75 ˆ σ 836 Th tdd o of ζˆ comtd to SEζˆ Thfo th BLUE fom tt th th m m th of th tdd o fo cod m 6 oco d omo I th wo th t of tmto of d o om od od tttc fom EG dtto h otd I ddto th BLUE of μ d σ otd Fom T 3 d 4 w cocd th foowg ot A w c fom T th MSE of ~ th tht of ˆ d ˆ M fo ~ comt d cod m codd Ao w ot tht MSE of ˆ d ˆ M c c d dc c Th coffct of th BLUE td T d 3 chcd th codto d 3 Fom T 4 w ot tht fo m - V μˆ c c d dc - V σˆ dc c d c dc - o ˆ μ ˆ σ dc c d dc 4 Fom Em d w tht th tdd o of BLUE th tht of th m m I coco w c tht ~ fom tt th ˆ d ˆ M fo choc of d codd Ao th BLUE of μ d σ fom tt th th m m th of tdd o fo comt d cod m

20 9 A I Shw d R A Bo Rfc [] A I Shw d R A Bo B d o-b tmto o th ottd gmm dtto Ad Mthmtc Scc [] A I Shw d R A Bo t chctzto of th ottd gmm dtto Acctd fo cto JATA 8c [3] A I Shw d R A Bo hctzto fom ottd gmm dtto d o cod Acctd fo cto JSTA o 7 8 [4] B Aod N Bh d H N Ng A Ft o Od Stttc W Nw Yo 99 [5] D R Wgo Mmm hood tmto of B XII dtto mt d t II cog Mcocto R [6] H A Dd Od Stttc Scod Edto W Nw Yo 98 [7] H A Dd d H N Ng Od Stttc Thd Edto W Nw J 3 [8] J G S d W J Pdgtt Som ot of cd B t X dtto Jo of Stttc Pg d Ifc [9] K S St A hd d N Bh A ogthmc-dcg dtto Ifc fo o-mt d two-mt c Pocdg of th Sth Mtg of SAMS 4-6 [] M A W Mhmod K S St d S M Am Od tttc fom W dtto d octd fc omtto Stttc & Dt A [] M Z Rq d M Ahh Etmto of th octo d c mt of gzd ot dtto d o od tttc J Sttt omt Sm [] M Z Rq Od tttc fom th B t X mod omt Mth Ac [3] N Bh d A oh Od Stttc d Ifc Etmto Mthod Acdmc P S Dgo 99

21 Od tttc fom ottd Gmm dtto 9 [4] N Bh d P S h Log-gmm od tttc d tmto of mt I Bh N d Ro R Ed Hdoo of Stttc Vo 7 E Scc Amtdm [5] N Bh d S Pth Bt d tmto of octo d c mt of th hf ogtc dtto J Sttt omt Sm [6] R D Gt d D Kd Gzd ot dtto Nw Zd J Sttt Rcd J 8

CBSE , ˆj. cos CBSE_2015_SET-1. SECTION A 1. Given that a 2iˆ ˆj. We need to find. 3. Consider the vector equation of the plane.

CBSE , ˆj. cos CBSE_2015_SET-1. SECTION A 1. Given that a 2iˆ ˆj. We need to find. 3. Consider the vector equation of the plane. CBSE CBSE SET- SECTION. Gv tht d W d to fd 7 7 Hc, 7 7 7. Lt,. W ow tht.. Thus,. Cosd th vcto quto of th pl.. z. - + z = - + z = Thus th Cts quto of th pl s - + z = Lt d th dstc tw th pot,, - to th pl.

More information

CBSE SAMPLE PAPER SOLUTIONS CLASS-XII MATHS SET-2 CBSE , ˆj. cos. SECTION A 1. Given that a 2iˆ ˆj. We need to find

CBSE SAMPLE PAPER SOLUTIONS CLASS-XII MATHS SET-2 CBSE , ˆj. cos. SECTION A 1. Given that a 2iˆ ˆj. We need to find BSE SMLE ER SOLUTONS LSS-X MTHS SET- BSE SETON Gv tht d W d to fd 7 7 Hc, 7 7 7 Lt, W ow tht Thus, osd th vcto quto of th pl z - + z = - + z = Thus th ts quto of th pl s - + z = Lt d th dstc tw th pot,,

More information

IFYFM002 Further Maths Appendix C Formula Booklet

IFYFM002 Further Maths Appendix C Formula Booklet Ittol Foudto Y (IFY) IFYFM00 Futh Mths Appd C Fomul Booklt Rltd Documts: IFY Futh Mthmtcs Syllbus 07/8 Cotts Mthmtcs Fomul L Equtos d Mtcs... Qudtc Equtos d Rmd Thom... Boml Epsos, Squcs d Ss... Idcs,

More information

L...,,...lllM" l)-""" Si_...,...

L...,,...lllM l)- Si_...,... > 1 122005 14:8 S BF 0tt n FC DRE RE FOR C YER 2004 80?8 P01/ Rc t > uc s cttm tsus H D11) Rqc(tdk ;) wm1111t 4 (d m D m jud: US

More information

TUESDAY JULY Concerning an Upcoming Change Order for the Clearwell Project. Pages 28 SALLISAW MUNICIPAL AUTHORITY SPECIAL MEETING

TUESDAY JULY Concerning an Upcoming Change Order for the Clearwell Project. Pages 28 SALLISAW MUNICIPAL AUTHORITY SPECIAL MEETING SSW MUCP UTHOT SPEC MEETG TUESD U 2 200 0 00M SSW WTE TETMET PT COEECE OOM EPPE OD GED Mg Cd T Od 2 Dc Quum 3 c B P m B P h H W Eg Ccg Upcmg Chg Od h C Pjc Cd d Cc d Ep Ph Pjc Pg 28 dju Pd u 22 200 Tm

More information

A RWA Performance Comparison for Hybrid Optical Networks combining Circuit and Multi-Wavelength Packet Switching

A RWA Performance Comparison for Hybrid Optical Networks combining Circuit and Multi-Wavelength Packet Switching 1 R c Cp Hd Optc tw c Cct d Mt- ct Swtch Kt Mchd 1,3, Hd Iz 1,2, H Mw 1,2, d J M 3 1 Th Ut T 2 t Ittt It d Cct (ICT) 3 K Ut E-: chd@c.wd.d.jp tct Th pp cp t d w t hd ptc tw chtct c ptc cct wtch (OCS) d

More information

Who is this Great Team? Nickname. Strangest Gift/Friend. Hometown. Best Teacher. Hobby. Travel Destination. 8 G People, Places & Possibilities

Who is this Great Team? Nickname. Strangest Gift/Friend. Hometown. Best Teacher. Hobby. Travel Destination. 8 G People, Places & Possibilities Who i thi Gt Tm? Exi Sh th foowing i of infomtion bot of with o tb o tm mt. Yo o not hv to wit n of it own. Yo wi b givn on 5 mint to omih thi tk. Stngt Gift/Fin Niknm Homtown Bt Th Hobb Tv Dtintion Robt

More information

Chapter 2 Reciprocal Lattice. An important concept for analyzing periodic structures

Chapter 2 Reciprocal Lattice. An important concept for analyzing periodic structures Chpt Rcpocl Lttc A mpott cocpt o lyzg podc stuctus Rsos o toducg cpocl lttc Thoy o cystl dcto o x-ys, utos, d lctos. Wh th dcto mxmum? Wht s th tsty? Abstct study o uctos wth th podcty o Bvs lttc Fou tsomto.

More information

Chapter 1 Basic Concepts

Chapter 1 Basic Concepts Ch Bsc Cocs oduco od: X X ε ε ε ε ε O h h foog ssuos o css ε ε ε ε ε N Co No h X Chcscs of od: cos c ddc (ucod) d s of h soss dd of h ssocd c S qusos sd: Wh f h cs of h soss o cos d dd o h ssocd s? Wh

More information

A NEW GENERALIZATION OF THE EXPONENTIAL-GEOMETRIC DISTRIBUTION

A NEW GENERALIZATION OF THE EXPONENTIAL-GEOMETRIC DISTRIBUTION Jou of Sttstcs: Advcs Thoy d Actos Voum 7 Num Pgs 5-48 A NW GNRAIZATION OF TH PONNTIA-GOMTRIC DISTRIBUTION M. NASSAR d N. NADA Dtmt of Mthmtcs Fcuty of Scc A Shms Uvsty Ass Co 566 gyt -m: m_ss_999@yhoo.com

More information

New bounds on Poisson approximation to the distribution of a sum of negative binomial random variables

New bounds on Poisson approximation to the distribution of a sum of negative binomial random variables Sogklaaka J. Sc. Tchol. 4 () 4-48 Ma. -. 8 Ogal tcl Nw bouds o Posso aomato to th dstbuto of a sum of gatv bomal adom vaabls * Kat Taabola Datmt of Mathmatcs Faculty of Scc Buaha Uvsty Muag Chobu 3 Thalad

More information

11/8/2002 CS 258 HW 2

11/8/2002 CS 258 HW 2 /8/ CS 58 HW. G o a a qc of aa h < fo a I o goa o co a C cc c F ch ha F fo a I A If cc - c a co h aoa coo o ho o choo h o qc? I o g o -coa o o-coa? W ca choo h o qc o h a a h aa a. Tha f o o a h o h a:.

More information

r R N S Hobbs P J Phelan B E A Edmeaes K D Boyce 2016 Membership ams A P Cowan D D J Robinson B J Hyam J S Foster A NAME MEMBERSHIP NUMBER

r R N S Hobbs P J Phelan B E A Edmeaes K D Boyce 2016 Membership ams A P Cowan D D J Robinson B J Hyam J S Foster A NAME MEMBERSHIP NUMBER ug bb K S bb h B E E ch Smth K t Sth E ugh m Cw b C w h T B ug bb K C t tch S bb h B E ch Smth K t Sth E ugh m Cw b S B C w Shh T ug bb K C tch S bb h ch Smth K t u Sth E m Cw b h S B C w O Shh T ug bb

More information

glo beau bid point full man branch last ior s all for ap Sav tree tree God length per down ev the fect your er Cm7 a a our

glo beau bid point full man branch last ior s all for ap Sav tree tree God length per down ev the fect your er Cm7 a a our SING, MY TONGU, TH SAVIOR S GLORY mj7 Mlod Kbd fr nd S would tm flsh s D nd d tn s drw t crd S, Fth t So Th L lss m ful wn dd t, Fs4 F wd; v, snr, t; ngh, t: lod; t; tgu, now Chrst, h O d t bnd Sv God

More information

Coordinate Transformations

Coordinate Transformations Coll of E Copt Scc Mchcl E Dptt Nots o E lss Rvs pl 6, Istcto: L Ctto Coot Tsfotos Itocto W wt to c ot o lss lttv coot ssts. Most stts hv lt wth pol sphcl coot ssts. I ths ots, w wt to t ths oto of fft

More information

Bayesian Credibility for Excess of Loss Reinsurance Rating. By Mark Cockroft 1 Lane Clark & Peacock LLP

Bayesian Credibility for Excess of Loss Reinsurance Rating. By Mark Cockroft 1 Lane Clark & Peacock LLP By Cly o c o Lo Rc Rg By M Coco L Cl & Pcoc LLP GIRO coc 4 Ac Th pp c how o v cly wgh w po- pc-v o c o lo c. Th po co o Poo-Po ol ch wh po G o. Kywo c o lo c g By cly Poo Po G po Acowlg cl I wol l o h

More information

Problem Session (3) for Chapter 4 Signal Modeling

Problem Session (3) for Chapter 4 Signal Modeling Pobm Sssio fo Cht Sig Modig Soutios to Pobms....5. d... Fid th Pdé oimtio of scod-od to sig tht is giv by [... ] T i.. d so o. I oth wods usig oimtio of th fom b b b H fid th cofficits b b b d. Soutio

More information

No-Bend Orthogonal Drawings of Subdivisions of Planar Triconnected Cubic Graphs

No-Bend Orthogonal Drawings of Subdivisions of Planar Triconnected Cubic Graphs N-B Oh Dw f Sv f P Tcc Cc Gh (Ex Ac) M. S Rh, N E, T Nhz G Sch f If Scc, Th Uvy, A-y 05, S 980-8579, J. {,}@hz.c.h.c. h@c.h.c. Ac. A h h wh fx. I - h w f h, ch vx w ch w hz vc. A h hv - h w f f h - h w.

More information

OPTICAL DESIGN. FIES fibre assemblies B and C. of the. LENS-TECH AB Bo Lindberg Document name: Optical_documentation_FIES_fiber_BC_2

OPTICAL DESIGN. FIES fibre assemblies B and C. of the. LENS-TECH AB Bo Lindberg Document name: Optical_documentation_FIES_fiber_BC_2 OPTICAL DESIGN f h FIES fb ssmbs B d C LENS-TECH AB B Ldbg 2-4-3 Dcm m: Opc_dcm_FIES_fb_BC_2 Idc Ths p s dcm f h pc dsg f h FIES fb ssmbs B d C Th mchc dsg s shw I s shw h ssmb dwg md b Ahs Uvs Fb c Th

More information

LECTURE 6 TRANSFORMATION OF RANDOM VARIABLES

LECTURE 6 TRANSFORMATION OF RANDOM VARIABLES LECTURE 6 TRANSFORMATION OF RANDOM VARIABLES TRANSFORMATION OF FUNCTION OF A RANDOM VARIABLE UNIVARIATE TRANSFORMATIONS TRANSFORMATION OF RANDOM VARIABLES If s a rv wth cdf F th Y=g s also a rv. If w wrt

More information

A NEW GENERALIZATION OF KUMARASWAMY LINDLEY DISTRIBUTION

A NEW GENERALIZATION OF KUMARASWAMY LINDLEY DISTRIBUTION ou of Sttt: dv Thoy d ppto Vou 4 Nu 5 Pg 69-5 v t http://tfdv.o. DOI: http://d.do.og/.864/t_754 NW GNRLIZTION OF KUMRSWMY LINDLY DISTRIBUTION M. MHMOUD M. M. NSSR d M.. F Dptt of Mtht Futy of S Sh Uvty

More information

New Advanced Higher Mathematics: Formulae

New Advanced Higher Mathematics: Formulae Advcd High Mthmtics Nw Advcd High Mthmtics: Fomul G (G): Fomul you must mmois i od to pss Advcd High mths s thy ot o th fomul sht. Am (A): Ths fomul giv o th fomul sht. ut it will still usful fo you to

More information

A New Dynamic Random Fuzzy DEA Model to Predict Performance of Decision Making Units

A New Dynamic Random Fuzzy DEA Model to Predict Performance of Decision Making Units Jo o Ozo I Egg 6 75-9 A w D Ro Fzz DEA Mo o P Po o Do Mg U A gho * Mgho A Azoh S Sgh A Poo D o I Egg F o Egg P--oo U Th I Poo D o I Mg Ah T U Th I A Poo D o I Egg F o Egg P--oo U Th I R Oo 4; R 3 J 5;

More information

T h e C S E T I P r o j e c t

T h e C S E T I P r o j e c t T h e P r o j e c t T H E P R O J E C T T A B L E O F C O N T E N T S A r t i c l e P a g e C o m p r e h e n s i v e A s s es s m e n t o f t h e U F O / E T I P h e n o m e n o n M a y 1 9 9 1 1 E T

More information

Y'* C 0!),.1 / ; ')/ Y 0!)& 1 0R NK& A Y'. 1 ^. ]'Q 1 I1 )H ;". D* 1 = Z)& ^. H N[Qt C =

Y'* C 0!),.1 / ; ')/ Y 0!)& 1 0R NK& A Y'. 1 ^. ]'Q 1 I1 )H ;. D* 1 = Z)& ^. H N[Qt C = (-) 393 F!/ $5 $% T K&L =>-? J (&A )/>2 I B!" GH 393/05/07 :K 393/07/23 :7b +B 0 )NO M / Y'* C a23 N/ * = = Z)& ^. ;$ 0'* Y'2 8 OI 53 = ;" ~" O* Y.b ;" ; ')/ Y'* C 0!),. / ; ')/ Y 0!)& 0R NK& A Y'. ^.

More information

Boyce/DiPrima 9 th ed, Ch 7.6: Complex Eigenvalues

Boyce/DiPrima 9 th ed, Ch 7.6: Complex Eigenvalues BocDPm 9 h d Ch 7.6: Compl Egvlus Elm Dffl Equos d Boud Vlu Poblms 9 h do b Wllm E. Boc d Rchd C. DPm 9 b Joh Wl & Sos Ic. W cosd g homogous ssm of fs od l quos wh cos l coffcs d hus h ssm c b w s ' A

More information

Extra Sales Opportunities

Extra Sales Opportunities Ex S Opp 3 G S T Mxm S! Sgh--Bk Jmb 40 NEW Bbc Bd 9cm: Rmy ffc, Thym Ach Gd (x2) NEW G wh G 9cm: Rmy ffc, Thym Sv P (x2) NEW J Og 9cm: Og Vgd, Og H & Spcy, Og m Gd NEW Md Tw 9cm: Sv Pp, Thym Ach Gd, Og

More information

Numerical Method: Finite difference scheme

Numerical Method: Finite difference scheme Numrcal Mthod: Ft dffrc schm Taylor s srs f(x 3 f(x f '(x f ''(x f '''(x...(1! 3! f(x 3 f(x f '(x f ''(x f '''(x...(! 3! whr > 0 from (1, f(x f(x f '(x R Droppg R, f(x f(x f '(x Forward dffrcg O ( x from

More information

TRENDS IN 2018 FURNITURE HANDLES

TRENDS IN 2018 FURNITURE HANDLES TRENDS IN 2018 FURNITURE HANDLES 2 BOOK 1 8 TABLE OF CONTENTS 6-7 30-31 40-41 Bg Cy Ro Nod UZ-819 32 33 34 35 36 37 38 39 42 43 44 45 46 47 48 49 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26

More information

Lygus Bug, Vinegar Fly and Mite Control

Lygus Bug, Vinegar Fly and Mite Control 9th A Stwby Podcto Mtg Co, Stb 1, 21 Lyg Bg, Vg Fy d Mt Coto Fk Zo Dtt of Etooogy Uvty of Cfo, Dv Lyg Lyg Motog Dt wh to k coto cto. Moto tt hot (cdg ftd od twby tg to dt wh dt t tht y ov to th w twb Tt

More information

An Interactive Intuitionistic Fuzzy Non-Linear Fractional Programming Problem

An Interactive Intuitionistic Fuzzy Non-Linear Fractional Programming Problem o ou of pp gg R SSN - Voum Num pp - R uo p:wwwpuoom v uo uzz No- o ogmmg om zz m pm of Mm u of S w v o gp O : --- T pp vop w v mo fo ovg o fo pogmmg pom o uo fuzz o v mo f o m M pf g of - v m-m pom ov

More information

P a g e 5 1 of R e p o r t P B 4 / 0 9

P a g e 5 1 of R e p o r t P B 4 / 0 9 P a g e 5 1 of R e p o r t P B 4 / 0 9 J A R T a l s o c o n c l u d e d t h a t a l t h o u g h t h e i n t e n t o f N e l s o n s r e h a b i l i t a t i o n p l a n i s t o e n h a n c e c o n n e

More information

l2 l l, i.e., phase k k k, [( ). ( ). ]. l1 l l, r, 2

l2 l l, i.e., phase k k k, [( ). ( ). ]. l1 l l, r, 2 ISSN: 77-3754 ISO 9:8 tfd Itto Jou of Egg d Iovtv choogy (IJEI Vou 7 Iu 7 Juy 8 o dft wv gtzd duty cyd Ajy Ghot Dtt of Ad Sc Mhj Suj Ittut of choogy Dh-58 Id d ( x ( x Abtct- h ffct of dut chg fuctuto

More information

Trade Patterns, Production networks, and Trade and employment in the Asia-US region

Trade Patterns, Production networks, and Trade and employment in the Asia-US region Trade Patterns, Production networks, and Trade and employment in the Asia-U region atoshi Inomata Institute of Developing Economies ETRO Development of cross-national production linkages, 1985-2005 1985

More information

Winnie flies again. Winnie s Song. hat. A big tall hat Ten long toes A black magic wand A long red nose. nose. She s Winnie Winnie the Witch.

Winnie flies again. Winnie s Song. hat. A big tall hat Ten long toes A black magic wand A long red nose. nose. She s Winnie Winnie the Witch. Wnn f gn ht Wnn Song A g t ht Tn ong to A k g wnd A ong d no. no Sh Wnn Wnn th Wth. y t d to A ong k t Bg gn y H go wth Wnn Whn h f. wnd ootk H Wu Wu th t. Ptu Dtony oo hopt oon okt hng gd ho y ktod nh

More information

Total 18. Exhibit 22 - Page 1

Total 18. Exhibit 22 - Page 1 FCC/EEO Pgm Au Rcd Lct - Lhm, MD Fu Tm Vcc - 76.172(b)(1) Juy 15, 2012 thugh Juy 14, 2013 FCC Ut ID Dcpt Jb Tt Vcc 11832 Myd Ctuct Mtc Tch 3 1 11832 Myd CPE Whu Tchc 1 11832 Myd Cutm Stct Tchc 3 4 11832

More information

How to Use. The Bears Beat the Sharks!

How to Use. The Bears Beat the Sharks! Hw t U Th uc vd 24 -wd dng ctn bd n wht kd ncunt vy dy, uch mv tng, y, n Intnt ch cn. Ech ctn ccmnd by tw w-u ctc g ng tudnt cmhnn th ctn. Th dng ctn cn b ud wth ndvdu, m gu, th wh c. Th B cnd bmn, Dn

More information

President s Message...Rock Swanson

President s Message...Rock Swanson PAA Nw J/A 2013 C K E--C Pm A A B D R Sw P B S V P R Gm S C B T C W D G W D J D E D m@mm : I : C A P Dw L G F R M Pm Tw B Gz H H CRQ D P 2 3 3 4 C F 5 E L 7 P C F N J A Smm Cm 10 6 10 11 12 PAA H H 12

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

2.0 REGIONAL DRILLING ACTIVITY AND PRODUCTION

2.0 REGIONAL DRILLING ACTIVITY AND PRODUCTION ( S ) 2. 0REGI ONALDRI LLI NGACTI VI TY ANDPRODUCTI ON Nm C: 2-d d/3-d d/5-h df Exmp: 37027_OC12 (P B C Op Smp 12) F h w h f m d wh h API mb. Th d API mb/pj ID h fwd b h d f h f d whh h d fd. F dd f fm

More information

Statics. Consider the free body diagram of link i, which is connected to link i-1 and link i+1 by joint i and joint i-1, respectively. = r r r.

Statics. Consider the free body diagram of link i, which is connected to link i-1 and link i+1 by joint i and joint i-1, respectively. = r r r. Statcs Th cotact btw a mapulato ad ts vomt sults tactv ocs ad momts at th mapulato/vomt tac. Statcs ams at aalyzg th latoshp btw th actuato dv tous ad th sultat oc ad momt appld at th mapulato dpot wh

More information

Journal of Physics: Conference Series. Related content. Recent citations. To cite this article: A Suparmi et al 2013 J. Phys.: Conf. Ser.

Journal of Physics: Conference Series. Related content. Recent citations. To cite this article: A Suparmi et al 2013 J. Phys.: Conf. Ser. Jou of Phyc: Cofc S Aot Souto Of Schog Euto o Eckt Pott Cob Wth Tgootc Poch-T No-Ct Pott Ug oovk Poyo To ct th tc: A Su t J. Phy.: Cof. S. 9 w th tc o fo ut hct. t cott - Souto of Schog uto fo Th o Hoc

More information

P a g e 3 6 of R e p o r t P B 4 / 0 9

P a g e 3 6 of R e p o r t P B 4 / 0 9 P a g e 3 6 of R e p o r t P B 4 / 0 9 p r o t e c t h um a n h e a l t h a n d p r o p e r t y fr om t h e d a n g e rs i n h e r e n t i n m i n i n g o p e r a t i o n s s u c h a s a q u a r r y. J

More information

I M P O R T A N T S A F E T Y I N S T R U C T I O N S W h e n u s i n g t h i s e l e c t r o n i c d e v i c e, b a s i c p r e c a u t i o n s s h o

I M P O R T A N T S A F E T Y I N S T R U C T I O N S W h e n u s i n g t h i s e l e c t r o n i c d e v i c e, b a s i c p r e c a u t i o n s s h o I M P O R T A N T S A F E T Y I N S T R U C T I O N S W h e n u s i n g t h i s e l e c t r o n i c d e v i c e, b a s i c p r e c a u t i o n s s h o u l d a l w a y s b e t a k e n, i n c l u d f o l

More information

Example: Two Stochastic Process u~u[0,1]

Example: Two Stochastic Process u~u[0,1] Co o Slo o Coco S Sh EE I Gholo h@h. ll Sochc Slo Dc Slo l h PLL c Mo o coco w h o c o Ic o Co B P o Go E A o o Po o Th h h o q o ol o oc o lco q ccc lco l Bc El: Uo Dbo Ucol Sl Ab bo col l G col G col

More information

be two non-empty sets. Then S is called a semigroup if it satisfies the conditions

be two non-empty sets. Then S is called a semigroup if it satisfies the conditions UZZY SOT GMM EGU SEMIGOUPS V. Chinndi* & K. lmozhi** * ssocit Pofsso Dtmnt of Mthmtics nnmli Univsity nnmling Tmilnd ** Dtmnt of Mthmtics nnmli Univsity nnmling Tmilnd bstct: In this w hv discssd bot th

More information

Life After Study Abroad

Life After Study Abroad f oe oab o C P p H book F 6 F Y 6 7 P5-URF : P os S yab o C Op p o s I f o m o sb o s soff b y 6 ss b j o g P o ob yd P g o( T5 7 N os ) k Rom I y Lf Af Sy Abo INTRODUCTION Pps yo'v b ookg fow o sy bo

More information

Kummer Beta -Weibull Geometric Distribution. A New Generalization of Beta -Weibull Geometric Distribution

Kummer Beta -Weibull Geometric Distribution. A New Generalization of Beta -Weibull Geometric Distribution ttol Jol of Ss: Bs Al Rsh JSBAR SSN 37-453 Pt & Ol htt://gss.og/.h?joljolofbsaal ---------------------------------------------------------------------------------------------------------------------------

More information

". :'=: "t',.4 :; :::-':7'- --,r. "c:"" --; : I :. \ 1 :;,'I ~,:-._._'.:.:1... ~~ \..,i ... ~.. ~--~ ( L ;...3L-. ' f.':... I. -.1;':'.

. :'=: t',.4 :; :::-':7'- --,r. c: --; : I :. \ 1 :;,'I ~,:-._._'.:.:1... ~~ \..,i ... ~.. ~--~ ( L ;...3L-. ' f.':... I. -.1;':'. = 47 \ \ L 3L f \ / \ L \ \ j \ \ 6! \ j \ / w j / \ \ 4 / N L5 Dm94 O6zq 9 qmn j!!! j 3DLLE N f 3LLE Of ADL!N RALROAD ORAL OR AL AOAON N 5 5 D D 9 94 4 E ROL 2LL RLLAY RL AY 3 ER OLLL 832 876 8 76 L A

More information

International Journal of Scientific & Engineering Research, Volume 7, Issue 5, May-2016 ISSN The Maximum Eccentricity Energy of a Graph

International Journal of Scientific & Engineering Research, Volume 7, Issue 5, May-2016 ISSN The Maximum Eccentricity Energy of a Graph Iaoa Joa of cfc & Egg Rsach Vom 7 Iss 5 ay6 IN 955 5 Th axmm Ecccy Egy of a Gaph Ahmd Na ad N D o Absac I Ths pap w odc h cocp of a maxmm cccy max oba som coffcs of h chaacsc poyoma of a cocd gaph G ad

More information

Technical Appendix for Inventory Management for an Assembly System with Product or Component Returns, DeCroix and Zipkin, Management Science 2005.

Technical Appendix for Inventory Management for an Assembly System with Product or Component Returns, DeCroix and Zipkin, Management Science 2005. Techc Appedx fo Iveoy geme fo Assemy Sysem wh Poduc o Compoe eus ecox d Zp geme Scece 2005 Lemm µ µ s c Poof If J d µ > µ he ˆ 0 µ µ µ µ µ µ µ µ Sm gumes essh he esu f µ ˆ > µ > µ > µ o K ˆ If J he so

More information

tc'h~ Tenese Invasin YClS tf'i man through Allatoona Pass.-Resaca held, but Hood takes Dalton, and, avoiding a Battle, re- th

tc'h~ Tenese Invasin YClS tf'i man through Allatoona Pass.-Resaca held, but Hood takes Dalton, and, avoiding a Battle, re- th x -Pd 311 d Rd g -d g W--d dg g D k WT- p M- d P d 2161 T p -F dd d Ad E-A N--d W P Rd d g g 3 -T K- A-T B A - d: dn T p k d1)k 4 g d d pd-d d - Pd pddl314lx Y g A P-R d d k D d dg B - 1 ge %;- 0 1 - dd-

More information

Control system of unmanned aerial vehicle used for endurance autonomous monitoring

Control system of unmanned aerial vehicle used for endurance autonomous monitoring WSES NSIONS o SYSES ONOL oo-o h, s Nco osttsc, h oto sst o vhc s o c tooos oto EODO - IOEL EL, D vst othc o chst o Sc c, St. Ghoh o, o., 6,Scto, chst, ONI too.ch@.o htt:wwww.-cs.o SILE NIOLE ONSNINES,

More information

Fredholm Type Integral Equations with Aleph-Function. and General Polynomials

Fredholm Type Integral Equations with Aleph-Function. and General Polynomials Iteto Mthetc Fou Vo. 8 3 o. 989-999 HIKI Ltd.-h.co Fedho Te Iteg uto th eh-fucto d Gee Poo u J K.J. o Ittute o Mgeet tude & eech Mu Id u5@g.co Kt e K.J. o Ittute o Mgeet tude & eech Mu Id dehuh_3@hoo.co

More information

KFDA Inspection Program for Quality and Compliance Efforts. Young-Ok Kim Clinical Trials Management Div. Korea Food and Drug Administration

KFDA Inspection Program for Quality and Compliance Efforts. Young-Ok Kim Clinical Trials Management Div. Korea Food and Drug Administration KFA Ip Pg f Qy d Cp Eff Yg-Ok K C T Mg. K Fd d g Ad CONTENTS 1 Id C 2 3 4 Rgy b f K KFA p (C ) 2011 p p 5 Sgh h p f g If A www.dh.g 2 1. INTROUCTION INTROUCTION g If A www.dh.g 3 KOREA FOO AN RUG AMINISTRATION

More information

An Elephantine Misunderstanding: A miscommunication between researchers and their subjects

An Elephantine Misunderstanding: A miscommunication between researchers and their subjects P S d C R hr J hkd AE h M d d g: AM mm b w R h dt h S bj R 1 7 A 2 1 P S d C U v y f M h g I f S R h A Eh Mddg: A mmm bw h d h bj Jh Kd Uvy f Mhg P Sd C Rh R 1-7 A 21 Akwdgm: Th h b d f d dd vm D h Fd

More information

Moments of Generalized Order Statistics from a General Class of Distributions

Moments of Generalized Order Statistics from a General Class of Distributions ISSN 684-843 Jol of Sttt Vole 5 28. 36-43 Moet of Geelzed Ode Sttt fo Geel l of Dtto Att Mhd Fz d Hee Ath Ode ttt eod le d eel othe odel of odeed do le e ewed el e of geelzed ode ttt go K 995. I th e exlt

More information

! -., THIS PAGE DECLASSIFIED IAW EQ t Fr ra _ ce, _., I B T 1CC33ti3HI QI L '14 D? 0. l d! .; ' D. o.. r l y. - - PR Pi B nt 8, HZ5 0 QL

! -., THIS PAGE DECLASSIFIED IAW EQ t Fr ra _ ce, _., I B T 1CC33ti3HI QI L '14 D? 0. l d! .; ' D. o.. r l y. - - PR Pi B nt 8, HZ5 0 QL H PAGE DECAFED AW E0 2958 UAF HORCA UD & D m \ Z c PREMNAR D FGHER BOMBER ARC o v N C o m p R C DECEMBER 956 PREPARED B HE UAF HORCA DVO N HRO UGH HE COOPERAON O F HE HORCA DVON HEADQUARER UAREUR DEPARMEN

More information

Cylon BACnet Unitary Controller (CBT) Range

Cylon BACnet Unitary Controller (CBT) Range ATASHEET Cyo BAC y Coo (CBT) Rg Th Cyo BAC y Coo (CBT) Rg g o BTL L BAC Av Appo Coo wh p 8 op, y o oog g o p. Th v h g ow o o, po ppo o g VAV ppo. BAC MS/TP F Sppo h oowg og BAC oj: A/B/AO/BO/AV/BV, A,

More information

ATTACHMENT 1. MOUNTAIN PARK LAND Page 2 of 5

ATTACHMENT 1. MOUNTAIN PARK LAND Page 2 of 5 ATTACHMENT 53 YOBA LINDA Gyp Yb gl 9 Gt Fthly gl t 247 Mt Utct cl Mt Gyp 248 248X A0 A0 Hghy G:\jct\K00074232_p_Iv_Cp_L_Dt_204\MXD\p_Iv_Cp_L_Dt_(K00074232)_0-29-204.x C ( l t b t f y p b lc ly ) Ch Hll

More information

as nonrigid Carnot groups

as nonrigid Carnot groups Th Th Th V 5 5 34 356 V V crcc 5 c5 5 Hdr 5 34 356 Vr 34 dh 356 crcc-c 5 Hdr c Vr d Cr r c d Cr r c r c c r c 5 B Hdr Wrhr B Wrhr Vr Ccd b G cr Ccd b cr Abrc G c cr W d rdc r c d Cr hch Abrc r W d Cr rdc

More information

Lecture 7 Diffusion. Our fluid equations that we developed before are: v t v mn t

Lecture 7 Diffusion. Our fluid equations that we developed before are: v t v mn t Cla ot fo EE6318/Phy 6383 Spg 001 Th doumt fo tutoal u oly ad may ot b opd o dtbutd outd of EE6318/Phy 6383 tu 7 Dffuo Ou flud quato that w dvlopd bfo a: f ( )+ v v m + v v M m v f P+ q E+ v B 13 1 4 34

More information

Handout on. Crystal Symmetries and Energy Bands

Handout on. Crystal Symmetries and Energy Bands dou o Csl s d g Bds I hs lu ou wll l: Th loshp bw ss d g bds h bs of sp-ob ouplg Th loshp bw ss d g bds h ps of sp-ob ouplg C 7 pg 9 Fh Coll Uvs d g Bds gll hs oh Th sl pol ss ddo o h l slo s: Fo pl h

More information

Diffraction of Elastic PP-, SV- and SH- Waves on the Arbitrary Deep-founded Cavities in the Anisotropic Rock Massif

Diffraction of Elastic PP-, SV- and SH- Waves on the Arbitrary Deep-founded Cavities in the Anisotropic Rock Massif Dffcto of Etc PP- SV- S- W o th ty D-fou Ct th otoc oc Mf Lyzzt B tyty Zhu K Mo Bt E Yy tct Th ot to ch th yc t-t ho of ttoc f wth fw ct fou fo th ufc C of oto ffcto of tc PP- SV- S-w co ytc oou tho y

More information

RAKE Receiver with Adaptive Interference Cancellers for a DS-CDMA System in Multipath Fading Channels

RAKE Receiver with Adaptive Interference Cancellers for a DS-CDMA System in Multipath Fading Channels AKE v wh Apv f Cs fo DS-CDMA Ss Muph Fg Chs JooHu Y Su M EEE JHog M EEE Shoo of E Egg Sou o Uvs Sh-og Gw-gu Sou 5-74 Ko E-: ohu@su As hs pp pv AKE v wh vs og s popos fo DS-CDMA ss uph fg hs h popos pv

More information

Handout 7. Properties of Bloch States and Electron Statistics in Energy Bands

Handout 7. Properties of Bloch States and Electron Statistics in Energy Bands Hdout 7 Popts of Bloch Stts d Elcto Sttstcs Eg Bds I ths lctu ou wll l: Popts of Bloch fuctos Podc boud codtos fo Bloch fuctos Dst of stts -spc Elcto occupto sttstcs g bds ECE 407 Spg 009 Fh R Coll Uvst

More information

Gilbert the Green Tree Frog

Gilbert the Green Tree Frog Gbrt th Gr Tr Frog A org Kpr Kd book Wrtt by Stph Jk Iutrtd by T Eor ONCE UPON A TIME thr w frog md Gbrt. Gbrt w Gr Tr Frog. H fmy w gr. H hom w gr. Ad omtm v h food w gr. Gbrt w ck d trd of bg o gr th

More information

Empowers Families Unites Communities Builds Capacity. An In. Read and Rise. Cultivates Literacy

Empowers Families Unites Communities Builds Capacity. An In. Read and Rise. Cultivates Literacy 8 Emw Fm U Cmm B Cc g A I Y h P R c L DY : U T S E CAS g L b U N ff H I h H c D Sch R R Cv Lc CASE STUDY A Ig P h Y Lc R Th N Ub Lg H ff wh H I Sch Dc (HISD) c Schc R R, fcg cfc hw gg mw fm f h ch c h

More information

Assessment / audit system

Assessment / audit system h I f Thg IT Sh Wk Th Th/D 2004 m / m Nh B Fw h wk : h://hwk../h mm B, Nh, "m / m" (2004). Th. h I f Thg. fm Th M' j gh f f h Th/D IT Sh Wk. I h f Th hz m f IT Sh Wk. F m fm, hwk@.. h I f Thg g f M S m

More information

68X LOUIE B NUNN PKWYLOUIE B NUNN PKWY NC

68X LOUIE B NUNN PKWYLOUIE B NUNN PKWY NC B v Lk Wf gmt A Ix p 86 12'W 86 1'W 85 56'W 85 54'W 85 52'W 85 5'W 37 'N 68X Ggw LOI B NNN KWYLOI B NNN KWY N 36 58'N WAN p 1 36 56'N utt' v vt A S p 4 B v Lk Bg Stt Ntu v BAN 36 52'N 36 5'N p 2 Spg B

More information

Report Card. America's Watershed. Moving the report card forward. Information for multiple uses. A vision for. High. Low. High.

Report Card. America's Watershed. Moving the report card forward. Information for multiple uses. A vision for. High. Low. High. Ifm f mu u Mvg h cd fwd cd w u d ky mg fm g mu f fm d ch. Th ky mg m f cmmucg y mgm d dc d cy mk. mg cd f h M v b w y h c f my gu, dvdu, d gc. Fwg h Smb 2012 Summ S. Lu, mc Whd Iv fmd wk gu whch m guy

More information

Creative Communications Sample

Creative Communications Sample P f L D f h Scd S C Cc S j wk ASH WEDNESDAY L: P 136 G hk h Ld, f h gd, f h df d f. PSALM 136:1 L. I wh Ah Wddy b? Wh b dy fc h g gf f g h gf f Gd w S, J, b S f. Ech dy L, w x dff, cdg h h f h w fc d fc

More information

Existence of Nonoscillatory Solutions for a Class of N-order Neutral Differential Systems

Existence of Nonoscillatory Solutions for a Class of N-order Neutral Differential Systems Vo 3 No Mod Appd Scc Exsc of Nooscaoy Souos fo a Cass of N-od Nua Dffa Sysms Zhb Ch & Apg Zhag Dpam of Ifomao Egg Hua Uvsy of Tchoogy Hua 4 Cha E-ma: chzhbb@63com Th sach s facd by Hua Povc aua sccs fud

More information

CONTENTS. Hugo Reitzel, the pickles enthusiast CERTIFICATIONS JARS POUCHES & CANS SALAD DRESSING MINI-TUBES

CONTENTS. Hugo Reitzel, the pickles enthusiast CERTIFICATIONS JARS POUCHES & CANS SALAD DRESSING MINI-TUBES v4. APRIL 2018. Hugo Rz, h pk hu Th of h uhd gu g ou Hugo Rz. I 1909, Ag, Sw vg, h uhd h ow op wh vo: o p up h wod of od! Ad fo ov o hudd ow, w hoo h hg b ug ou xp o o ov ou bu od o bo THE od p. W ufu

More information

Non-Equidistant Multi-Variable Optimum Model with Fractional Order Accumulation Based on Vector Continued Fractions Theory and its Application

Non-Equidistant Multi-Variable Optimum Model with Fractional Order Accumulation Based on Vector Continued Fractions Theory and its Application QIYUN IU NON-EQUIDISN MUI-VRIE OPIMUM MODE WIH FRCION ORDER... No-Equds Mu-V Ou Mod w Fco Od ccuuo sd o Vco Coud Fcos o d s co Qu IU * D YU. S oo o dcd Dsg d Mucu o Vc od Hu Us Cgs Hu 8 C. Cog o Mcc Egg

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

Ninth Marine Air Wing To Be Decommissioned. ment of the Transport Air Broup.

Ninth Marine Air Wing To Be Decommissioned. ment of the Transport Air Broup. N M W T B D $ R V /RNE M N 2 C O R R & F O T T O O N T TTON-CHERRY ONT NC B D OM O z C M H N M W O z M 944 T W ; N W j j C T q T N W T W z ; q q z - M 30 946 F T G O R [MR 252952 C q -C - T G VMR 252 V

More information

(7) CALAMINTHA NEPETA 'WHITE CLOUD' (15) RUDBECKIA FULGIDA VAR.SULLIVANTII 'GOLDSTURM' (2) SPIRAEA JAPONICA 'ANTHONY WATERER'

(7) CALAMINTHA NEPETA 'WHITE CLOUD' (15) RUDBECKIA FULGIDA VAR.SULLIVANTII 'GOLDSTURM' (2) SPIRAEA JAPONICA 'ANTHONY WATERER' XD DC D D ; () C ' COUD' () UDCK FUGD VUV 'GODU' () JOC 'OY ' () CGO X CUFO 'K FO' C f d Dpm f ub K DVO C-Cu ud, u u K, J vd O x d, - OV DG D VC Gp f CO OJC: F K DVO D UY DCG CUO XG CC COCO QUD O DGD U

More information

exhibitor prospectus InternatIonal art MaterIals association MARCH 4-6 DALLAS co-locating with: Denver Art Museum Colorado Convention Center

exhibitor prospectus InternatIonal art MaterIals association MARCH 4-6 DALLAS co-locating with: Denver Art Museum Colorado Convention Center xhbo Oc IIol MIl ociio O18 DALLAS co-locg wh: Coloo Covo C Dv A Mm DALLAS IIol MIl ociio Ky bly hcho covo c h oly how c xclvly o l! O18 ch ov 700 ml by cov wh w h y oc w oc vlo w l l x bo chl c w loh xg

More information

H uman capital development the nurturing and development of leaders, teams and

H uman capital development the nurturing and development of leaders, teams and T d cc x d: c c c c cc Gm Tm Gm Tm Dc Sy T T G, Nw Yk, USA. H m c dvm d dvm d, m d z cy c v c cc. B, d cd c d c y d cc, m cy cm d d. W v cd c cc, c c w cy d wk: Hw d w v y d cy wk? Hw d w w cmmm d y wk

More information

ERDOS-SMARANDACHE NUMBERS. Sabin Tabirca* Tatiana Tabirca**

ERDOS-SMARANDACHE NUMBERS. Sabin Tabirca* Tatiana Tabirca** ERDO-MARANDACHE NUMBER b Tbrc* Tt Tbrc** *Trslv Uvrsty of Brsov, Computr cc Dprtmt **Uvrsty of Mchstr, Computr cc Dprtmt Th strtg pot of ths rtcl s rprstd by rct work of Fch []. Bsd o two symptotc rsults

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

Les Industries Spectralux Inc. Spectralux Industries Inc.

Les Industries Spectralux Inc. Spectralux Industries Inc. Phoom T Rpo Sdd(): IESN LM-79-08, IESN LM-31-95, IESN LM-79-08 G Ifomo Lmp D B D T Rpo S0904064-R1 Dpo C 60W LED N/ Typ Comm T D 6 p 2009 Rd Lum 3276 *TLL Dpo 120LED-CD14 Rpo D 7 p 2009 B N/ Mufu No Kow

More information

Oak Ridge High School Biology Common Pacing Guide

Oak Ridge High School Biology Common Pacing Guide Ok Rdg Hgh Sch Bgy C Pcg Gud 1 C d B c h y Wk pc 1 Scfc Mhd/Lb Sfy/Gphg I Bgy 2-4 Bchy I Bgy zy 5-7 C C hy Pky/uky Og P v A Sdd # BIO1.LS1-1 BIO1.LS1-2 BIO1.LS1-5 BIO1.LS1-2 Sdd 1) Cp d c xg d, dfy p,

More information

Binary Choice. Multiple Choice. LPM logit logistic regresion probit. Multinomial Logit

Binary Choice. Multiple Choice. LPM logit logistic regresion probit. Multinomial Logit (c Pogsa Porchawssul, Faculty of Ecoomcs, Chulalogor Uvrsty (c Pogsa Porchawssul, Faculty of Ecoomcs, Chulalogor Uvrsty 3 Bary Choc LPM logt logstc rgrso probt Multpl Choc Multomal Logt (c Pogsa Porchawssul,

More information

Lecture 1: Empirical economic relations

Lecture 1: Empirical economic relations Ecoomcs 53 Lctur : Emprcal coomc rlatos What s coomtrcs? Ecoomtrcs s masurmt of coomc rlatos. W d to kow What s a coomc rlato? How do w masur such a rlato? Dfto: A coomc rlato s a rlato btw coomc varabls.

More information

BLUE LINE TROLLEY STATION IMPROVEMENTS

BLUE LINE TROLLEY STATION IMPROVEMENTS TUT GT DD T T TUT HU GT WTH HG GHT G TZ # - + V Y 0/00 HZ GT WTH HG - + = U& PV-50 #555- P JUT X GHT G & DD. HG GHT D P UT UT Y TW P GT WTH HG GHT G & P DT P UT # - + U& P-50 #500-0 UT Y W/HVY DUTY TT

More information

STANLEV M. MOORE SLAIN IN COLORADO

STANLEV M. MOORE SLAIN IN COLORADO MU O O BUDG Y j M O B G 3 O O O j> D M \ ) OD G D OM MY MO- - >j / \ M B «B O D M M (> M B M M B 2 B 2 M M : M M j M - ~ G B M M M M M M - - M B 93 92 G D B ; z M -; M M - - O M // D M B z - D M D - G

More information

IN HIS PRESENCE UNITE YOUR PRAYERS WITH THE PRAYERS OF JESUS

IN HIS PRESENCE UNITE YOUR PRAYERS WITH THE PRAYERS OF JESUS IN HIS PRESENCE UNITE YOUR PRAYERS WITH THE PRAYERS OF ESUS 9 I p m m 10 A I d m Ad m m m 11 H F p m b pw m m m m b w 14 I m wd d wd d m wd m I m wd 15 M p m wd b p m m 16 T wd I m 17 S m b ; wd 18 A m

More information

H STO RY OF TH E SA NT

H STO RY OF TH E SA NT O RY OF E N G L R R VER ritten for the entennial of th e Foundin g of t lair oun t y on ay 8 82 Y EEL N E JEN K RP O N! R ENJ F ] jun E 3 1 92! Ph in t ed b y h e t l a i r R ep u b l i c a n O 4 1922

More information

Estimation of a Random Variable

Estimation of a Random Variable Estimation of a andom Vaiabl Obsv and stimat. ˆ is an stimat of. ζ : outcom Estimation ul ˆ Sampl Spac Eampl: : Pson s Hight, : Wight. : Ailin Company s Stock Pic, : Cud Oil Pic. Cost of Estimation Eo

More information

OH BOY! Story. N a r r a t iv e a n d o bj e c t s th ea t e r Fo r a l l a g e s, fr o m th e a ge of 9

OH BOY! Story. N a r r a t iv e a n d o bj e c t s th ea t e r Fo r a l l a g e s, fr o m th e a ge of 9 OH BOY! O h Boy!, was or igin a lly cr eat ed in F r en ch an d was a m a jor s u cc ess on t h e Fr en ch st a ge f or young au di enc es. It h a s b een s een by ap pr ox i ma t ely 175,000 sp ect at

More information

Chair Susan Pilkington called the meeting to order.

Chair Susan Pilkington called the meeting to order. PGE PRK D RECREO DVOR COMMEE REGUR MEEG MUE MOD, JU, Ru M h P P d R d Cmm hd : m Ju,, h Cu Chmb C H P, z Ch u P dd, Mmb B C, Gm Cu D W Bd mmb b: m D, d Md z ud mmb : C M, J C P Cmmu Dm D, Km Jh Pub W M,

More information

The Log-Gamma-Pareto Distribution

The Log-Gamma-Pareto Distribution aoa Joa of Scc: Bac ad Appd Rach JSBAR SSN 37-453 P & O hp:odphp?oajoaofbacadappd ---------------------------------------------------------------------------------------------------------------------------

More information

SERVICE MANUAL BG3R TRINITRON COLOR TV CHASSIS. KV-AR25M60 RM-995 Thailand. KV-AR25N90 RM-996 Philippines KV-AR25M80 RM-995 ME KV-AR25M66 RM-993 GE

SERVICE MANUAL BG3R TRINITRON COLOR TV CHASSIS. KV-AR25M60 RM-995 Thailand. KV-AR25N90 RM-996 Philippines KV-AR25M80 RM-995 ME KV-AR25M66 RM-993 GE MN MO OMMN T NO MO OMMN T NO K-M M- Thailand K-M M- K-M M- K-M M- M K-N M- Philippines K-N M- Taiwan -- -K- -- -- -- -- M- M- M- TNTON OO T - OK M TON M K-M/M/M M- M- K-N M- K-M/M/M M- M- K-N M- (xcept

More information

August 30, 2013 Volume 85 Issue 2 echo.snu.edu 6612 NW 42nd St. Bethany, OK (405)

August 30, 2013 Volume 85 Issue 2 echo.snu.edu 6612 NW 42nd St. Bethany, OK (405) B S B OKC w TE Ag 30, 2013 V 85 I 2 d 6612 NW 42d S B, OK 73008 (405) 491-6382 R f v j xd P b K Rb K Rb, Ed--f E, v d f bdg vg f d d b d d f Of, b f g j, d Bd j g w d d g, SNU d g- j w fw T w d vd bdg

More information

Control Systems. Lecture 8 Root Locus. Root Locus. Plant. Controller. Sensor

Control Systems. Lecture 8 Root Locus. Root Locus. Plant. Controller. Sensor Cotol Syt ctu 8 Root ocu Clacal Cotol Pof. Eugo Schut hgh Uvty Root ocu Cotoll Plat R E C U Y - H C D So Y C C R C H Wtg th loo ga a w a ttd tackg th clod-loo ol a ga va Clacal Cotol Pof. Eugo Schut hgh

More information

TABLES AND INFORMATION RETRIEVAL

TABLES AND INFORMATION RETRIEVAL Ch 9 TABLES AND INFORMATION RETRIEVAL 1. Id: Bkg h lg B 2. Rgl Ay 3. Tbl f V Sh 4. Tbl: A Nw Ab D Ty 5. Al: Rdx S 6. Hhg 7. Aly f Hhg 8. Cl: Cm f Mhd 9. Al: Th Lf Gm Rvd Ol D S d Pgm Dg I C++ T. 1, Ch

More information

Preflight Submitted by Bob Niemiec. Frank Arrufat and the real Kathleen Submitted by Hal Marshman, Sr. Meeting Notes Submitted by Ed Potkai

Preflight Submitted by Bob Niemiec. Frank Arrufat and the real Kathleen Submitted by Hal Marshman, Sr. Meeting Notes Submitted by Ed Potkai Vom 13, Nmb 12 Dmb 2010 Pf Sbmd by Bob Nm Tkv j fw dy wy d Cm ov mo wy. T y md o fy p. T fw m w od w f- jd v o. T m k wy o bom fm w o yp of m o w w y mod. T boom w bo o w b d o b do oy. No mo of p-d d/o

More information

Kitchenwares Beezy and Beezy logo is copyright registered

Kitchenwares Beezy and Beezy logo is copyright registered Kchw PRODUCT PHOTO GALLERY www.bzykchwd.cm 2013 Bzy d Bzy g cpygh gd P p Ch 255 250 252 c J 251 F F Jc Cd Im B-230 Fh Jc Sm 338 B-231 Og Jc Vcm B-252 F Jc Bg B-255 Nw F Jc Dx B-250 P Fg Chp C B-251 P Fg

More information