Energy & Environment. SEE Website

Size: px
Start display at page:

Download "Energy & Environment. SEE Website"

Transcription

1 t a u d ra s g r Ud ramm Prg t f & m l y g h r r g i Sc v K E E g ch ad r a s H ig-dg r i i i t s h cutt al ducat F ir it W i t Ergy & Evirmt Th Grad Challg s prfs virm ad rgy SEE Wbsit

2 Itrducti Th Schl f Ergy ad Evirmt (SEE) th first ad still th ly i Hg Kg - was fudd i July 2009 with th missi t prfrm cuttig-dg rsarch ad prvid prfssial ducati i rgy- ad virmt-rlatd issus. Th Schl is dsigd t tackl itractiv rlatiship btw rgy ad virmt thrugh th dvlpmt f w scitific udrstadig ad w tchlgis as wll as th traiig f w prfssials with brad kwldg i th aras f rgy ad virmt. W hav a highly itratializd ad xpricd faculty frm varius cutris spcializig i atmsphric ad climat scic, bilgical scic, chmistry, chmical girig, rgy cmics, virmtal girig, virmtal plicy, mchaical girig ad matrials scic. Th Schl davurs t prduc a w brd f girs ad prfssials capabl f slvig rgy ad virmtal prblms. Acadmic Prgramms Majrs Bachlr f Egirig i Ergy Scic ad Egirig Bachlr f Egirig i Evirmtal Scic ad Egirig Atmsphric ad Climat Scic Mirs Ergy Tchlgy Sustaiability

3 Accrditati Bachlr f Egirig i Ergy Scic ad Egirig is accrditd by Th Hg Kg Istituti f Egirs (HKIE) mtig th acadmic rquirmt fr HKIE Crprat Mmbrship i bth th rgy ad virmtal disciplis, whil Bachlr f Egirig i Evirmtal Scic ad Egirig is i th prcss f skig accrditati by HKIE i th virmtal discipli. Rmarks frm th Idustry Mr. Paul W Y P, Vic Chacllr f CLP Acadmy, CLP Pwr Hg Kg Limitd says th lctrical ad rgy idustry ar k fr talts. Th udrgraduat dgr prgramm, Bachlr f Egirig i Ergy Scic ad Egirig, ffrd by th SEE f CityU will urtur a w brd f prfssials with divrs skills fr th lctrical ad rgy idustry, which is imprtat fr th halthy dvlpmt f ur idustry, h says. Mr. C T Wa, Maagig Dirctr f HK Elctric rmarks, Th graduats f th udrgraduat dgr prgramm, Bachlr f Egirig i Ergy Scic ad Egirig, ffrd by th SEE f CityU ar capabl f ctributig ivativ slutis t th gvrmts ad idustrial as wll as busiss sctrs i th aspcts f rgy plicy, rgy maagmt, rsarch ad dvlpmt with all-rud kwldg i rgy. Thy will v b ivlvd i prvidig w ad fasibl prpsals f affrdabl ad cla rgy i th tam f Th Hgkg Elctric. Dr. Ott P, Chairma f ATAL Aalgu Grup f Cmpais cmmts, With rgy ad virmt high th atial ad lcal agda, it is mst timly t s that th SEE f CityU will hst a udrgraduat dgr prgramm f Bachlr f Egirig i Ergy Scic ad Egirig. This prgramm will prvid th much dd ducati t th yug rgy ad virmtal prfssials fr th sustaiabl dvlpmt f Hg Kg. Ir Cli Chug, Maagig Dirctr, Sustaiabl Dvlpmt & Evirmt, Chia Rgi f WSP pits ut, Th Bachlr f Egirig Prgramm i Evirmtal Scic ad Egirig prvids a gd traiig fr th studts t gai fudamtal pricipls ad practical kwldg i virmtal girig fr thir futur dvlpmt i th idustry. Th curriculum is uiqu i Hg Kg ad tailr-mad t th sustaiabl dvlpmt f th virmtal girig idustry lcally ad itratially. Carr Opprtuitis Ergy girs i th fllwig typs f cmpais: utility (lctricity ad gas), rgy srvic, virmtal csultig, virmtal girig, trasprt (mass trasit, buss, frris, ca-gig vssls, airlis, aircraft srvics), gvrmt dpartmts, tc. Evirmtal/sustaiability girs i crpratis, prprty maagmt cmpais, ral-stat dvlprs, ad cstructi, maufacturig ad trasprtati idustris, tc. Prfssials i cmpais/istituts rsarchig, dvlpig, maufacturig ad/r sllig prducts rlatd t rgy grati, strag, fficicy ad csrvati, ad virmtal tchlgy t prvt, ctrl, trat ad rmdiat virmtal plluti Fiacial aalysts ad ivstrs i fiacial istitutis with busiss i rgy ad virmtal ivstmts ad/r las Csultats i -gvrmt rgaisatis with activitis rlatd t rgy ad virmt Scdary schl tachrs rspsibl fr scic ad Libral Studis curriculum

4 Bachlr f Egirig i Ergy Scic ad Egirig Lvl f study: Bachlr s Dgr Nrmal prid f study: 4 yars Aims f th Majr T crat a w grati f itllcts/graduats t capabl f discvrig ad prvidig ivativ slutis t th itricat issus f rgy crisis, rwabl rgy, glbal warmig, climat chag ad plluti Basic Cr Curss - Chmical Scics fr Ergy Egirs - Elctrmagtic Pricipls fr Ergy Egirs - Egirig Thrmfluids I - Itrducti t Ergy ad Evirmtal Data Aalysis - Fudamtals f Evirmtal Egirig - Mathmatical Mthds fr Egirig Majr Cr Curss - Climat Chag ad Adaptati Stratgis - Ergy ad Evirmtal Egirig Labratry - Ergy ad Evirmtal Plicy - Ergy Efficicy fr Buildigs - Egirig Thrmfluids II - Egirs i Scity - Evirmtal Impact Assssmt fr Sustaiabl Dvlpmt - Fial Yar Prjct - Pwr Plat Egirig - Prjct Maagmt - Sustaiabl ad Rwabl Ergy - Sustaiabl Egirig Systms: Mdllig ad Aalysis - Wast ad Wastwatr Tratmt Egirig Curss udr Majr Rquirmt Elctivs - Air Plluti Masurmt ad Ctrl - Atmsphric Chmistry - Atmsphric Scic A Itrductry Survy - Birgy Egirig: Pricipls ad Applicatis - Dsig f Smart Citis ad Sustaiabl Buildig - Elctrical Ergy Cvrsi - Ergy ad Carb Auditig - Ergy Catalysis ad Racti Egirig - Matrials Egirig fr Ergy Strag Applicatis - Natchlgy i Ergy Cvrsi ad Strag: Ccpts ad Crativ Scic - Nuclar Ergy Egirig - Slar Ergy Egirig - Watr ad Watr Rsurc Egirig - Wid ad Mari Ergy

5 Bachlr f Egirig i Evirmtal Scic ad Egirig Lvl f study: Bachlr s Dgr Nrmal prid f study: 4 yars Aims f th Majr T trai studts t t b kwldgabl i virmtal scic ad girig s that thy ca wrk as virmtal prfssials t imprv virmtal prfrmac ad sustaiability Basic Cr Curss - Chmical Scics fr Evirmtal Egirs - Egirig Thrmfluids I - Fudamtals f Evirmtal Egirig - Itrducti t Ergy ad Evirmtal Data Aalysis - Mathmatical Mthds fr Egirig - Pricipls f Aalytical Chmistry - Thrmal-fluid Scics I Majr Cr Curss - Air Plluti - Climat Chag ad Adaptati Stratgis - Egirig Thrmfluids II - Egirs i Scity - Evirmtal Egirig Labratry - Evirmtal Impact Assssmt fr Sustaiabl Dvlpmt - Evirmtal, Safty, ad Occupatial Halth Maagmt - Fial Yar Prjct - Pricipls f Sustaiability - Prjct Maagmt - Sustaiabl Egirig Systms: Mdllig ad Aalysis - Wast ad Wastwatr Tratmt Egirig - Watr ad Watr Rsurc Egirig Curss udr Majr Rquirmt Elctivs Evirmtal Tchlgy - Advacd Tratmt ad Maagmt f Slid ad Muicipal Wast - Air Plluti Masurmt ad Ctrl - Evirmtal Masurmts - Hydraulics ad Hydrlgy Sustaiability ad Evirmtal Maagmt - Dsig f Smart Citis ad Sustaiabl Buildig - Ergy ad Carb Auditig - Ergy ad Evirmtal Plicy - Evirmtal Mdllig ad Ggraphic Ifrmati Systm - Scial Prspctivs f Evirmtal Scic ad Egirig - Sustaiabl ad Rwabl Ergy Evirmtal Scic - Air Quality Mdlig - Atmsphric Chmistry - Atmsphric Scic A Itrductry Survy - Evirmtal Csrvati ad Rsurcs Maagmt - Evirmtal Masurmts - Evirmtal Txiclgy

6 Itrship Prgramm Th Schl strivs t plac studts i a ral-wrld wrk virmt whr thy ar guidd t itgrat thry ad practic i ral-lif situatis. This will hlp thm gai practical kwldg ad skills fr mplymt. I th summr f prvius yars, ur udrgraduat studts wrkd as studt itrs i arly 40 cmpais/rgaizatis, icludig but t limitd t ATAL Buildig Srvics Egirig Limitd, CLP Pwr Hg Kg Limitd, Mitsubishi Elctric (Hg Kg) Limitd, MTR Crprati Limitd, Schidr Elctric (Hg Kg) Limitd, Ov Arup & Partrs Hg Kg Limitd, Th Hg Kg Elctric Cmpay Limitd, s ad frth. Mssag frm Graduats/Studts Itrship i th Dvlpmt Burau ad Ov Arup & Partrs Hg Kg Limitd (ARUP) ad visitig study at Th Uivrsity f Califria, Brkly... Ths xprics quippd m t b a bttr slf ad pavd th way fr my carr i ARUP. LEE Hi Ya Z (BEgESE graduat, 2012 Chrt) Th prgramm has prpard m with vrythig I shuld kw fr th ral wrd. I am w hird by f th biggst girig csultat firms i th wrld, Ov Arup & Partrs Hg Kg Limitd, assistig sustaiabl dsig fr sm f th futur Hg Kg icic buildigs. CHAN Wai Pag Kllsma (BEgESE graduat, 2012 Chrt) I am w wrkig as a assistat rgy gir at Sims whr I cmpltd a 9-wk summr itrship thrugh th twrk f my schl. SEE has prvidd strg acadmic supprts fr its studts. I was giv pprtuitis t rciv schlarship as a frm f supprt fr my ffrt. SEE is a small schl but a big family! Whil quippig myslf durig 4 yars f study, I als fud lv ad happiss! LEUNG Si Yig Htty (BEgESE graduat, 2012 Chrt)

7 Studt Exchag Prgramm T wid th glbal hriz ad hac th larig xpric, studts ar curagd t ji th Studt Exchag Prgramm which allws thm t udrtak part f thir dgr study abrad. Studts ca apply fr xchag placs f partr istitutis at bth istitutial ad schl lvl prgramms. Outbud xchag placs at th fllwig istitutis ar xclusivly rsrvd fr ur SEE studts: Dstiati Istituti Asia Japa Hirshima Uivrsity Taiwa Uivrsity Systm f Taiwa Sigapr Natial Uivrsity f Sigapr Suth Kra Chug-Ag Uivrsity Ewha Wmas Uivrsity Australia-Pacific Australia Griffith Uivrsity Quslad Uivrsity f Tchlgy Uivrsity f Suth Australia Wstr Sydy Uivrsity Eurp Dmark Aarhus Uivrsity Grmay Karlsruh Istitut f Tchlgy Libiz Uivrsity f Havr Ludwig-Maximilias-Uivrsität Müch Th Uivrsity f Bayruth Uivrsity f Brm Swd Chalmrs Uivrsity f Tchlgy UK Uivrsity f Extr Uivrsity f Lds Uivrsity f Shffild Nrth Amrica USA Th Uivrsity f Vrmt Cmig frm a small islad f Taiwa, I hav th pprtuitis t tak up summr itrship i CLP, ji th study tur t Suth Kra, ad b awardd th Da s list, xchag at Natial Uivrsity f Sigapr. I w prcd t my rsarch f fial yar prjct which allws m t cllabrat with a fw prfssrs, PhD studts ad idustrial partrs. I hav b prstd with lts f ruts t a big wrld with bright futur. WANG Chag-tig Amy (BEgESE graduat, 2013 Chrt) Th prgramm is taught by a grup f passiat prfssrs wh prpar us t b prfssial girs. Othr tha traiig us it wll-quippd idividuals, w hav pprtuitis t xplr th wrld thrugh vrsas studt xchag prgramm. Ovrall, I wuld lik t cmmt that SEE is a grat plac t xplr my itrsts ad dvlp my carr. CHAN Tsz Chug Grg (BEgESE graduat, 2013 Chrt) I am s lucky t b giv th valuabl pprtuity frm SEE t wrk as a summr itr i th CLP Pwr Hg Kg Limitd. Thrugh this xpric, I furthr xplr ad discvr my abilitis ad itrsts i th rgy carr fild. Nw I am bttr prpard fr th futur carr. TUNG Hiu Chig Nicl (BEgESE studt, 2014 Chrt) Th SEE Summr Prgramm c-rgaizd with Nayag Tchlgical Uivrsity was a grat pprtuity fr m t study as a studt abrad. Classrm larig gav us th awarss f a altrativ apprach t ur studis ad th Sigapra way f lif bradd ur hrizs. DEDEN Fritz Grg (BEgESE studt, 2016 Chrt)

8 Cmptitis ad Schlarship Awards Our studt participatd i ad w i diffrt rgy- ad virmtal-rlatd l cmptitis. Apart frm cmptitis, studts f ur Schl wr als awardd prstigius schlarships ad awards. SEE studts awardd th Third Priz i th Challg Cup Natial Cmptiti Hg Kg Rgial Fial, Hg Kg Uivrsity Studt Ivati ad Etrprurship Cmptiti Studt frm ur Schl wrkd with fllw studts frm thr acadmic dpartmts t participat i th Nw Ergy Nw Grati Slar Car Cmptiti (rgaizd by th Evirmt Burau ad th Elctrical ad Mchaical Srvics Dpartmt f th Gvrmt f HKSAR, 2016) ad Th Sasl Slar Challg Slar Car Cmptiti (i Suth Africa, 2018). Our studts wr wirs f th prstigius Ivati ad Tchlgy Schlarship Award Schm fr thr cscutiv yars. This schm is rgaizd by th Hg Kg Fdrati f Yuth Grups ad spsrd by th Ivati ad Tchlgy Cmmissi ad HSBC. Studt wirs participatd i shrt-trm attachmt at rwd istitutis icludig th Uivrsity f Califria, Brkly ad Uivrsity Cllg Ld. Our studt was f th ly fiv rcipits frm CityU btaiig th prstigius Hg Kg Jcky Club Schlarship i SEE studts ld a tam with fur thr studts frm lcal ad vrsas uivrsitis t participat i th Wrld Sustaiabl Built Evirmt Itratial Yuth Cmptiti, jitly rgaizd by th Cstructi Idustry Cucil ad th Hg Kg Gr Buildig Cucil i Thy w th Th Mst Ivativ Urba Sustaiability Award. Studt frm ur Schl als rcivd Th Mst Hlistic Supr-High-Ds Nighburhd Award. Ctact Addrss: G5702, 5/F, Yug Ki Ma Acadmic Buildig (ar Lift 2) City Uivrsity f Hg Kg Tat Ch Avu, Kwl, Hg Kg SAR Tl: (852) / s.quiry@cityu.du.hk Wbsit: Pritd with SOY INK Sptmbr 2017

International StuDY. communication. teamwork. flexibility

International StuDY. communication. teamwork. flexibility W wrk, study ad liv i a icrasigly itratialisd wrld, s imagi th advatags i larig algsid lik-midd studts frm thr cutris ad culturs! Th Essigt Itratial Sir Cllg i Darwi is wll kw fr its high acadmic utcms

More information

Luxurious Living Welcomes You!

Luxurious Living Welcomes You! Apprvd by CDA Schm www.rp.cm,pk Abdullah Chambr Blck-A, Fazal--Haq Rad, Blu Ara, Islamabad, Pakista. Ph: 92-51-2801481-82-83-84 051-111 111 170 Luxurius Livig Wlcms Yu! Schm Sambara Buildrs & Dvlprs Sambara

More information

section 1 Influencing Change Toolkit How to: Influence People

section 1 Influencing Change Toolkit How to: Influence People Influncing Chang Tlkit Hw t: Influnc Ppl Influncing ppl mans having an ffct n thm, changing r mdifying thir viw. In rdr t influnc chang, w nd t influnc th ppl wh ar in a psitin t mak that chang happn.

More information

Bohr type models of the atom give a totally incorrect picture of the atom and are of only historical significance.

Bohr type models of the atom give a totally incorrect picture of the atom and are of only historical significance. VISUAL PHYSICS ONLIN BOHR MODL OF TH ATOM Bhr typ mdls f th atm giv a ttally icrrct pictur f th atm ad ar f ly histrical sigificac. Fig.. Bhr s platary mdl f th atm. Hwvr, th Bhr mdls wr a imprtat stp

More information

European Business Confidence Survey December 2012 Positive expectations for 2013

European Business Confidence Survey December 2012 Positive expectations for 2013 Dcmbr 2012 Erpa Bsiss Cfic rv Dcmbr 2012 Psitiv xpctatis fr 2013 Lasrp a Ivigrs EMEA hav rctl cmplt thir latst Erpa Bsiss Cfic rv. Th fiigs sggst a psitiv start t 2013 a a mr ptimistic tlk cmpar t that

More information

Cthulhu Through The Ages. Sample file

Cthulhu Through The Ages. Sample file Cthulhu Thrugh Th Ag Sampl fil h t i g d p CREDITS Writt By Mik Ma, Pdr Ziviai, Jh Frch, ad Chad Bwr Editig ad Dvlpmt by Mik Ma ad Duti Wright Cvr Art Paul Carrick Itrir Art Stv Gilbrt, Sam Lamt, Flria

More information

David Mendoza-Serrano and Donald J. Chmielewski

David Mendoza-Serrano and Donald J. Chmielewski Istataious Proit ($/sc) Dmad Rspos or Chmical Mauacturig Usig Ecoomic MPC David Mdoza-Srrao ad Doald J. Chmilwski Dpartmt o Chmical ad Biological Egirig Illiois Istitut o Tchology Chicago, IL 4 3. 1 1.

More information

Some Families of Higher Order Three-Step Iterative Techniques. where is a real number and y (5)

Some Families of Higher Order Three-Step Iterative Techniques. where is a real number and y (5) Lif Scic Jural 03;0s http://www.lifscicsit.cm Sm Familis f Highr Orr Thr-Stp Itrativ Tchiqus Nair Ahma Mir Sahr Akmal Kha Naila Rafiq Nusrut Yasmi. Dpartmt f Basic Scics Riphah Itratial Uivrsit Islamaba

More information

ph People Grade Level: basic Duration: minutes Setting: classroom or field site

ph People Grade Level: basic Duration: minutes Setting: classroom or field site ph Popl Adaptd from: Whr Ar th Frogs? in Projct WET: Curriculum & Activity Guid. Bozman: Th Watrcours and th Council for Environmntal Education, 1995. ph Grad Lvl: basic Duration: 10 15 minuts Stting:

More information

Triple Play: From De Morgan to Stirling To Euler to Maclaurin to Stirling

Triple Play: From De Morgan to Stirling To Euler to Maclaurin to Stirling Tripl Play: From D Morga to Stirlig To Eulr to Maclauri to Stirlig Augustus D Morga (186-1871) was a sigificat Victoria Mathmaticia who mad cotributios to Mathmatics History, Mathmatical Rcratios, Mathmatical

More information

ALOHA Product no.: 03007

ALOHA Product no.: 03007 EN s l d m S vrsatil, s yu! Yur styl is vry prsal as is yur MySpdy. Attach f ths trdy spdmtrs t yur bik ad shw vry wh yu rally ar. Satch up yur favrit dsig ad xprss yur idividuality mr tha vr wh ut ad

More information

EASTERN GOLETA VALLEY COMMUNITY PLAN

EASTERN GOLETA VALLEY COMMUNITY PLAN ESTERN GOLET VLLEY COMMUNITY PLN B. LND USE ND ZONING MPS Thi cti f th Pla map th typ, lcati, itity, a itrrlatihip f th variu la u igati withi Eatr Glta Vally (EGV). Th La U a Zig Map ar ig ba up th gal

More information

All staff should All work as team to communication achieve highest should be clinical quality smooth and no in healthcare barriers should exist 4

All staff should All work as team to communication achieve highest should be clinical quality smooth and no in healthcare barriers should exist 4 rd a h u Hav y ls? f Si 1 Sils 2 av h t n Sils d in with ct cnn thr ach but k s i ris it ships t c a f In latin tin r n i nt niza a g r an within althcar sp h 3 uld h s f f All sta am t st a k r w st h

More information

On a problem of J. de Graaf connected with algebras of unbounded operators de Bruijn, N.G.

On a problem of J. de Graaf connected with algebras of unbounded operators de Bruijn, N.G. O a problm of J. d Graaf coctd with algbras of uboudd oprators d Bruij, N.G. Publishd: 01/01/1984 Documt Vrsio Publishr s PDF, also kow as Vrsio of Rcord (icluds fial pag, issu ad volum umbrs) Plas chck

More information

RESIDENTIAL SCHOOLS IN CANADA

RESIDENTIAL SCHOOLS IN CANADA RESIDENTIAL SCHOOLS IN CANADA EDUCATION GUIDE A prjct f Cvr: Map f rsidtial schls i Caada (curtsy f Natial Ctr fr Truth ad Rcciliati, Uivrsity f Maitba). Thmas Mr, Rgia Idia Idustrial Schl, c. 1874 (curtsy

More information

CHLORIDE PENETRATION PROFILES IN EXISTING HARBOR STRUCTURES CONSTRUCTED WITH BLAST FURNACE CEMENT CONCRETE

CHLORIDE PENETRATION PROFILES IN EXISTING HARBOR STRUCTURES CONSTRUCTED WITH BLAST FURNACE CEMENT CONCRETE CHLORIDE PENETRATION PROFILES IN EXISTING HARBOR STRUCTURES CONSTRUCTED WITH BLAST FURNACE CEMENT CONCRETE M. Kubta*, Tky Istitut f Thlgy, Japa T. Sait, Tky Istitut f Thlgy, Japa N. Otsuki, Tky Istitut

More information

Topic 5:Discrete-Time Fourier Transform (DTFT)

Topic 5:Discrete-Time Fourier Transform (DTFT) ELEC64: Sigals Ad Systms Tpic 5:Discrt-Tim Furir Trasfrm DTFT Aishy Amr Ccrdia Uivrsity Elctrical ad Cmputr Egirig Itrducti DT Furir Trasfrm Sufficit cditi fr th DTFT DT Furir Trasfrm f Pridic Sigals DTFT

More information

Electronic Supplementary Information

Electronic Supplementary Information Elctroic Supplmtary Matrial (ESI) for Joural of Matrials Chmistry A. This joural is Th Royal Socity of Chmistry 2016 Elctroic Supplmtary Iformatio Photolctrochmical Watr Oxidatio usig a Bi 2 MoO 6 / MoO

More information

Course: INS335 R - DEMOCRATIZATION Responsible Faculty: Kanet, Roger E --- Survey Comparisons --- Responses Individual INS All. Med.

Course: INS335 R - DEMOCRATIZATION Responsible Faculty: Kanet, Roger E --- Survey Comparisons --- Responses Individual INS All. Med. Fall 0 (w Gral) Cours Ealuatios Fall 0 Uirsity of Miami Arts ad cics Cours: I5 R - DEMOCRATIZATIO Rsposibl Faculty: Rogr at Dpartmt: I Rsposs / Expctd: 8 / (7%) Orall : 7 5 - Poit Lirt cal (UM) (79 rsposs)

More information

PREPARATORY MATHEMATICS FOR ENGINEERS

PREPARATORY MATHEMATICS FOR ENGINEERS CIVE 690 This qusti ppr csists f 6 pritd pgs, ch f which is idtifid by th Cd Numbr CIVE690 FORMULA SHEET ATTACHED UNIVERSITY OF LEEDS Jury 008 Emiti fr th dgr f BEg/ MEg Civil Egirig PREPARATORY MATHEMATICS

More information

On the approximation of the constant of Napier

On the approximation of the constant of Napier Stud. Uiv. Babş-Bolyai Math. 560, No., 609 64 O th approximatio of th costat of Napir Adri Vrscu Abstract. Startig from som oldr idas of [] ad [6], w show w facts cocrig th approximatio of th costat of

More information

Journal of Modern Applied Statistical Methods

Journal of Modern Applied Statistical Methods Joural of Modr Applid Statistical Mthods Volum Issu Articl 6 --03 O Som Proprtis of a Htrogous Trasfr Fuctio Ivolvig Symmtric Saturatd Liar (SATLINS) with Hyprbolic Tagt (TANH) Trasfr Fuctios Christophr

More information

GUC (Dr. Hany Hammad) 4/20/2016

GUC (Dr. Hany Hammad) 4/20/2016 GU (r. Hay Hamma) 4/0/06 Lctur # 0 Filtr sig y Th srti Lss Mth sig Stps Lw-pass prttyp sig. () Scalig a cvrsi. () mplmtati. Usig Stus. Usig High-Lw mpac Sctis. Thry f priic structurs. mag impacs a Trasfr

More information

Granite Bay Grinder. Folsom Lake Recreation Area. Saturday, March 19 th North Conference Sunday, March 20 th South Conference.

Granite Bay Grinder. Folsom Lake Recreation Area. Saturday, March 19 th North Conference Sunday, March 20 th South Conference. it Bay Grir Flsm Lak Rcrati Ara Saturay, March 19 th Nrth Cfrc Suay, March 0 th Suth Cfrc This vu is ial fr rirs a spctatrs alik. Th curs will mstly b sigltrack thrugh trs a tall grass, alg with th sa

More information

Washington State University

Washington State University he 3 Ktics ad Ractor Dsig Sprg, 00 Washgto Stat Uivrsity Dpartmt of hmical Egrg Richard L. Zollars Exam # You will hav o hour (60 muts) to complt this xam which cosists of four (4) problms. You may us

More information

RFID Based Library Management System

RFID Based Library Management System RFID basd Library Maagmt Systm RFID Basd Library Maagmt Systm Abstract : Radi Frqucy Idtificati (RFID) is a w grati f Aut Idtificati ad Data cllcti tchlgy which hlps t autmat busiss prcsss ad allws idtificati

More information

Mount Vernon Charles Station Potential Visibility Assessment. December 4, 2017 Chesapeake Conservancy Annapolis, MD 21401

Mount Vernon Charles Station Potential Visibility Assessment. December 4, 2017 Chesapeake Conservancy Annapolis, MD 21401 Mt Vr Charls tati Pttial Vility Assssmt Dcmbr, 7 Chsapak Csrvacy Aaplis, MD Mthdlgy Bst Availabl Data Lidar pit clds rprst th bst availabl lvati data i Charls ad Pric Grg s Ctis. Ths datasts ctai millis

More information

The Interplay between l-max, l-min, p-max and p-min Stable Distributions

The Interplay between l-max, l-min, p-max and p-min Stable Distributions DOI: 0.545/mjis.05.4006 Th Itrplay btw lma lmi pma ad pmi Stabl Distributios S Ravi ad TS Mavitha Dpartmt of Studis i Statistics Uivrsity of Mysor Maasagagotri Mysuru 570006 Idia. Email:ravi@statistics.uimysor.ac.i

More information

NEW VERSION OF SZEGED INDEX AND ITS COMPUTATION FOR SOME NANOTUBES

NEW VERSION OF SZEGED INDEX AND ITS COMPUTATION FOR SOME NANOTUBES Digst Joural of Naomatrials ad Biostructurs Vol 4, No, March 009, p 67-76 NEW VERSION OF SZEGED INDEX AND ITS COMPUTATION FOR SOME NANOTUBES A IRANMANESH a*, O KHORMALI b, I NAJAFI KHALILSARAEE c, B SOLEIMANI

More information

The Language of SOCIAL MEDIA. Christine Dugan

The Language of SOCIAL MEDIA. Christine Dugan Th Languag f SOCIAL MEDIA Christin Dugan Tabl f Cntnts Gt th Wrd Out...4 A Nw Kind f Languag...6 Scial Mdia Talk...12 Cnncting with Othrs...28 Changing th Dictinary...36 Glssary...42 Indx...44 Chck It

More information

y = 2xe x + x 2 e x at (0, 3). solution: Since y is implicitly related to x we have to use implicit differentiation: 3 6y = 0 y = 1 2 x ln(b) ln(b)

y = 2xe x + x 2 e x at (0, 3). solution: Since y is implicitly related to x we have to use implicit differentiation: 3 6y = 0 y = 1 2 x ln(b) ln(b) 4. y = y = + 5. Find th quation of th tangnt lin for th function y = ( + ) 3 whn = 0. solution: First not that whn = 0, y = (1 + 1) 3 = 8, so th lin gos through (0, 8) and thrfor its y-intrcpt is 8. y

More information

APPENDIX: STATISTICAL TOOLS

APPENDIX: STATISTICAL TOOLS I. Nots o radom samplig Why do you d to sampl radomly? APPENDI: STATISTICAL TOOLS I ordr to masur som valu o a populatio of orgaisms, you usually caot masur all orgaisms, so you sampl a subst of th populatio.

More information

Chemical Physics II. More Stat. Thermo Kinetics Protein Folding...

Chemical Physics II. More Stat. Thermo Kinetics Protein Folding... Chmical Physics II Mor Stat. Thrmo Kintics Protin Folding... http://www.nmc.ctc.com/imags/projct/proj15thumb.jpg http://nuclarwaponarchiv.org/usa/tsts/ukgrabl2.jpg http://www.photolib.noaa.gov/corps/imags/big/corp1417.jpg

More information

Folding of Hyperbolic Manifolds

Folding of Hyperbolic Manifolds It. J. Cotmp. Math. Scics, Vol. 7, 0, o. 6, 79-799 Foldig of Hyprbolic Maifolds H. I. Attiya Basic Scic Dpartmt, Collg of Idustrial Educatio BANE - SUEF Uivrsity, Egypt hala_attiya005@yahoo.com Abstract

More information

EMPLOYMENT AND THE DISTRIBUTION OF INCOME. Andrés Velasco

EMPLOYMENT AND THE DISTRIBUTION OF INCOME. Andrés Velasco EMPLOYMENT AND THE DISTRIBUTION OF INCOME Adrés Vlasco Ju 2011 Motivatio My xpric as Fiac Miistr Chil: hatd discussios o iquality. But... Focus oly o th wag distributio Discussios o th shap of th wag distributio

More information

SAY BUSINESS SPEAK EIMI

SAY BUSINESS SPEAK EIMI SAY BUSINESS SPEAK EIMI BUSINESS GUIDE CONTENT 08 BRAND ME 12 TAKE ME HOME 22 STYLE ME EVENTS 26 DIGITIZE ME 32 EDUCATE ME EDUCATE ME DIGITIZE ME STYLE ME EVENTS TAKE ME HOME BRAND ME EIMI AND ME EIMI

More information

Entertainment & Transportation Products

Entertainment & Transportation Products ENTERTAINMENT & Entrtainmnt & Transportation Products Dpndabl and vrsatil, Appvion dirct thrmal stocks provid solutions for a wid varity of ntrtainmnt and transportation tickting nds. Crisp imaging nsurs

More information

Topic 5: Discrete-Time Fourier Transform (DTFT)

Topic 5: Discrete-Time Fourier Transform (DTFT) ELEC36: Signals And Systms Tpic 5: Discrt-Tim Furir Transfrm (DTFT) Dr. Aishy Amr Cncrdia Univrsity Elctrical and Cmputr Enginring DT Furir Transfrm Ovrviw f Furir mthds DT Furir Transfrm f Pridic Signals

More information

Multi-objective Programming Approach for. Fuzzy Linear Programming Problems

Multi-objective Programming Approach for. Fuzzy Linear Programming Problems Applied Mathematical Scieces Vl. 7 03. 37 8-87 HIKARI Ltd www.m-hikari.cm Multi-bective Prgrammig Apprach fr Fuzzy Liear Prgrammig Prblems P. Padia Departmet f Mathematics Schl f Advaced Scieces VIT Uiversity

More information

LECTURE 5 Guassian Wave Packet

LECTURE 5 Guassian Wave Packet LECTURE 5 Guassian Wav Pact 1.5 Eampl f a guassian shap fr dscribing a wav pact Elctrn Pact ψ Guassian Assumptin Apprimatin ψ As w hav sn in QM th wav functin is ftn rprsntd as a Furir transfrm r sris.

More information

Discrete Fourier Transform (DFT)

Discrete Fourier Transform (DFT) Discrt Fourir Trasorm DFT Major: All Egirig Majors Authors: Duc guy http://umricalmthods.g.us.du umrical Mthods or STEM udrgraduats 8/3/29 http://umricalmthods.g.us.du Discrt Fourir Trasorm Rcalld th xpotial

More information

Reliability of time dependent stress-strength system for various distributions

Reliability of time dependent stress-strength system for various distributions IOS Joural of Mathmatcs (IOS-JM ISSN: 78-578. Volum 3, Issu 6 (Sp-Oct., PP -7 www.osrjourals.org lablty of tm dpdt strss-strgth systm for varous dstrbutos N.Swath, T.S.Uma Mahswar,, Dpartmt of Mathmatcs,

More information

Lecture 27: The 180º Hybrid.

Lecture 27: The 180º Hybrid. Whits, EE 48/58 Lctur 7 Pag f 0 Lctur 7: Th 80º Hybrid. Th scnd rciprcal dirctinal cuplr w will discuss is th 80º hybrid. As th nam implis, th utputs frm such a dvic can b 80º ut f phas. Thr ar tw primary

More information

Where k is either given or determined from the data and c is an arbitrary constant.

Where k is either given or determined from the data and c is an arbitrary constant. Exponntial growth and dcay applications W wish to solv an quation that has a drivativ. dy ky k > dx This quation says that th rat of chang of th function is proportional to th function. Th solution is

More information

MONTGOMERY COLLEGE Department of Mathematics Rockville Campus. 6x dx a. b. cos 2x dx ( ) 7. arctan x dx e. cos 2x dx. 2 cos3x dx

MONTGOMERY COLLEGE Department of Mathematics Rockville Campus. 6x dx a. b. cos 2x dx ( ) 7. arctan x dx e. cos 2x dx. 2 cos3x dx MONTGOMERY COLLEGE Dpartmt of Mathmatics Rockvill Campus MATH 8 - REVIEW PROBLEMS. Stat whthr ach of th followig ca b itgratd by partial fractios (PF), itgratio by parts (PI), u-substitutio (U), or o of

More information

International Journal of Mathematical Archive-7(5), 2016, Available online through ISSN

International Journal of Mathematical Archive-7(5), 2016, Available online through   ISSN Itratial Jural f athmatial Arhiv-7(5), 06, 60-70 Availabl li thrugh wwwimaif ISSN 9 5046 IDEALS IN ALOST SEILATTICE G NANAJI RAO, TEREFE GETACHEW BEYENE*,Dpartmt f athmatis, Adhra Uivrsity, Visakhpataam,

More information

Chapter 1 Notes Using Geography Skills

Chapter 1 Notes Using Geography Skills Chapter 1 Ntes Using Gegraphy Skills Sectin 1: Thinking Like a Gegrapher Gegraphy is used t interpret the past, understand the present, and plan fr the future. Gegraphy is the study f the Earth. It is

More information

² Ý ² ª ² Þ ² Þ Ң Þ ² Þ. ² à INTROIT. huc. per. xi, sti. su- sur. sum, cum. ia : ia, ia : am, num. VR Mi. est. lis. sci. ia, cta. ia.

² Ý ² ª ² Þ ² Þ Ң Þ ² Þ. ² à INTROIT. huc. per. xi, sti. su- sur. sum, cum. ia : ia, ia : am, num. VR Mi. est. lis. sci. ia, cta. ia. str Dy Ps. 138 R 7 r r x, t huc t m m, l : p - í pr m m num m, l l : VR M rá s f ct st sc n -, l l -. Rpt nphn s fr s VR ftr ch vrs Ps. 1. D n, pr bá m, t c g ví m : c g ví ss s nm m m, t r r r c nm m

More information

APUSHII: O Neill And When I Said We d Paint Our Nails...

APUSHII: O Neill And When I Said We d Paint Our Nails... APUSHII: O Nill Ad Wh I Said W d Pait Our Nails... This is what I mat: 1. Augmtd Rality: prduc a mtr prjct dmstratig hw w ca us Aurasma r Layar t prduc a ffctiv augmtd rality xpric rlatig t a tpic frm

More information

CIVE322 BASIC HYDROLOGY Hydrologic Science and Engineering Civil and Environmental Engineering Department Fort Collins, CO (970)

CIVE322 BASIC HYDROLOGY Hydrologic Science and Engineering Civil and Environmental Engineering Department Fort Collins, CO (970) CVE322 BASC HYDROLOGY Hydrologic Scic ad Egirig Civil ad Evirotal Egirig Dpartt Fort Collis, CO 80523-1372 (970 491-7621 MDERM EXAM 1 NO. 1 Moday, Octobr 3, 2016 8:00-8:50 AM Haod Auditoriu You ay ot cosult

More information

Session : Plasmas in Equilibrium

Session : Plasmas in Equilibrium Sssio : Plasmas i Equilibrium Ioizatio ad Coductio i a High-prssur Plasma A ormal gas at T < 3000 K is a good lctrical isulator, bcaus thr ar almost o fr lctros i it. For prssurs > 0.1 atm, collisio amog

More information

Character sums over generalized Lehmer numbers

Character sums over generalized Lehmer numbers Ma t al. Joural of Iualitis ad Applicatios 206 206:270 DOI 0.86/s3660-06-23-y R E S E A R C H Op Accss Charactr sums ovr gralizd Lhmr umbrs Yuakui Ma, Hui Ch 2, Zhzh Qi 2 ad Tiapig Zhag 2* * Corrspodc:

More information

Differentiation of Exponential Functions

Differentiation of Exponential Functions Calculus Modul C Diffrntiation of Eponntial Functions Copyright This publication Th Northrn Albrta Institut of Tchnology 007. All Rights Rsrvd. LAST REVISED March, 009 Introduction to Diffrntiation of

More information

Molecular Orbitals in Inorganic Chemistry

Molecular Orbitals in Inorganic Chemistry Outlin olcular Orbitals in Inorganic Chmistry Dr. P. Hunt p.hunt@imprial.ac.uk Rm 167 (Chmistry) http://www.ch.ic.ac.uk/hunt/ octahdral complxs forming th O diagram for Oh colour, slction ruls Δoct, spctrochmical

More information

Solid State Device Fundamentals

Solid State Device Fundamentals 8 Biasd - Juctio Solid Stat Dvic Fudamtals 8. Biasd - Juctio ENS 345 Lctur Cours by Aladr M. Zaitsv aladr.zaitsv@csi.cuy.du Tl: 718 98 81 4N101b Dartmt of Egirig Scic ad Physics Biasig uiolar smicoductor

More information

Modern Physics. Unit 5: Schrödinger s Equation and the Hydrogen Atom Lecture 5.6: Energy Eigenvalues of Schrödinger s Equation for the Hydrogen Atom

Modern Physics. Unit 5: Schrödinger s Equation and the Hydrogen Atom Lecture 5.6: Energy Eigenvalues of Schrödinger s Equation for the Hydrogen Atom Mdrn Physics Unit 5: Schrödingr s Equatin and th Hydrgn Atm Lctur 5.6: Enrgy Eignvalus f Schrödingr s Equatin fr th Hydrgn Atm Rn Rifnbrgr Prfssr f Physics Purdu Univrsity 1 Th allwd nrgis E cm frm th

More information

7' The growth of yeast, a microscopic fungus used to make bread, in a test tube can be

7' The growth of yeast, a microscopic fungus used to make bread, in a test tube can be N Sction A: Pur Mathmatics 55 marks] / Th rgion R is boundd by th curv y, th -ais, and th lins = V - +7 and = m, whr m >. Find th volum gnratd whn R is rotatd through right angls about th -ais, laving

More information

Alpha and beta decay equation practice

Alpha and beta decay equation practice Alpha and bta dcay quation practic Introduction Alpha and bta particls may b rprsntd in quations in svral diffrnt ways. Diffrnt xam boards hav thir own prfrnc. For xampl: Alpha Bta α β alpha bta Dspit

More information

Event details. On the day

Event details. On the day 16 Ju d s Fil Cpr f Crdif Tr s plc lik fm! Tk yu fr jiig us t t frtist 5k f 2018. By tkig prt i ur Bubbl Rus, yu r lpig ur fmilis mk t mst f t prcius tim ty v lft tgtr. Yur vlud spsrsip llws Ty Hf t ctiu

More information

2617 Mark Scheme June 2005 Mark Scheme 2617 June 2005

2617 Mark Scheme June 2005 Mark Scheme 2617 June 2005 Mark Schm 67 Ju 5 GENERAL INSTRUCTIONS Marks i th mark schm ar plicitly dsigatd as M, A, B, E or G. M marks ("mthod" ar for a attmpt to us a corrct mthod (ot mrly for statig th mthod. A marks ("accuracy"

More information

Lectur 22. RF and Microwave Circuit Design Γ-Plane and Smith Chart Analysis. ECE 303 Fall 2005 Farhan Rana Cornell University

Lectur 22. RF and Microwave Circuit Design Γ-Plane and Smith Chart Analysis. ECE 303 Fall 2005 Farhan Rana Cornell University ctur RF ad Micrwav Circuit Dig -Pla ad Smith Chart Aalyi I thi lctur yu will lar: -pla ad Smith Chart Stub tuig Quartr-Wav trafrmr ECE 33 Fall 5 Farha Raa Crll Uivrity V V Impdac Trafrmati i Tramii i ω

More information

5.1 Two-Step Conditional Density Estimator

5.1 Two-Step Conditional Density Estimator 5.1 Tw-Step Cditial Desity Estimatr We ca write y = g(x) + e where g(x) is the cditial mea fucti ad e is the regressi errr. Let f e (e j x) be the cditial desity f e give X = x: The the cditial desity

More information

Continuous-Time Fourier Transform. Transform. Transform. Transform. Transform. Transform. Definition The CTFT of a continuoustime

Continuous-Time Fourier Transform. Transform. Transform. Transform. Transform. Transform. Definition The CTFT of a continuoustime Ctiuus-Tim Furir Dfiiti Th CTFT f a ctiuustim sigal x a (t is giv by Xa ( jω xa( t jωt Oft rfrrd t as th Furir spctrum r simply th spctrum f th ctiuus-tim sigal dt Ctiuus-Tim Furir Dfiiti Th ivrs CTFT

More information

(Reference: sections in Silberberg 5 th ed.)

(Reference: sections in Silberberg 5 th ed.) ALE. Atomic Structur Nam HEM K. Marr Tam No. Sctio What is a atom? What is th structur of a atom? Th Modl th structur of a atom (Rfrc: sctios.4 -. i Silbrbrg 5 th d.) Th subatomic articls that chmists

More information

S- AND P-POLARIZED REFLECTIVITIES OF EXPLOSIVELY DRIVEN STRONGLY NON-IDEAL XENON PLASMA

S- AND P-POLARIZED REFLECTIVITIES OF EXPLOSIVELY DRIVEN STRONGLY NON-IDEAL XENON PLASMA S- AND P-POLARIZED REFLECTIVITIES OF EXPLOSIVELY DRIVEN STRONGLY NON-IDEAL XENON PLASMA Zaporozhts Yu.B.*, Mitsv V.B., Gryazov V.K., Riholz H., Röpk G. 3, Fortov V.E. 4 Istitut of Problms of Chmical Physics

More information

The pn junction: 2 Current vs Voltage (IV) characteristics

The pn junction: 2 Current vs Voltage (IV) characteristics Th pn junction: Currnt vs Voltag (V) charactristics Considr a pn junction in quilibrium with no applid xtrnal voltag: o th V E F E F V p-typ Dpltion rgion n-typ Elctron movmnt across th junction: 1. n

More information

State-space behaviours 2 using eigenvalues

State-space behaviours 2 using eigenvalues 1 Stat-spac bhaviours 2 using ignvalus J A Rossitr Slids by Anthony Rossitr Introduction Th first vido dmonstratd that on can solv 2 x x( ( x(0) Th stat transition matrix Φ( can b computd using Laplac

More information

EE 232 Lightwave Devices Lecture 3: Basic Semiconductor Physics and Optical Processes. Optical Properties of Semiconductors

EE 232 Lightwave Devices Lecture 3: Basic Semiconductor Physics and Optical Processes. Optical Properties of Semiconductors 3 Lightwav Dvics Lctur 3: Basic Smicoductor Physics ad Optical Procsss Istructor: Mig C. Wu Uivrsity of Califoria, Brly lctrical girig ad Computr Scics Dpt. 3 Lctur 3- Optical Proprtis of Smicoductors

More information

3.1 Atomic Structure and The Periodic Table

3.1 Atomic Structure and The Periodic Table Sav My Exams! Th Hom of Rvisio For mor awsom GSE ad lvl rsourcs, visit us at www.savmyxams.co.uk/ 3. tomic Structur ad Th Priodic Tabl Qustio Par Lvl IGSE Subjct hmistry (060) Exam oard ambridg Itratioal

More information

N J of oscillators in the three lowest quantum

N J of oscillators in the three lowest quantum . a) Calculat th fractinal numbr f scillatrs in th thr lwst quantum stats (j,,,) fr fr and Sl: ( ) ( ) ( ) ( ) ( ).6.98. fr usth sam apprach fr fr j fr frm q. b) .) a) Fr a systm f lcalizd distinguishabl

More information

TECHNO-ECONOMIC ANALYSIS OF A SOLAR AIR HEATER WITH DIMPLE SHAPED PROTRUSIONS ON THE SURFACE Hassan Bin Nasir 1, Abhishek Saxena 2, Nitin Agarwal 3 1,

TECHNO-ECONOMIC ANALYSIS OF A SOLAR AIR HEATER WITH DIMPLE SHAPED PROTRUSIONS ON THE SURFACE Hassan Bin Nasir 1, Abhishek Saxena 2, Nitin Agarwal 3 1, TEHNO-EONOMI ANAYSIS OF A SOAR AIR HEATER WITH DIME SHAED ROTRUSIONS ON THE SURFAE Hassa Bi Nasir 1, Abhishk Saxa 2, Niti Agarwal 3 1, Scholar (.G), Mchaical Egirig Dartmt, M.I.T., Moradabad, Idia 2, 3

More information

Math 34A. Final Review

Math 34A. Final Review Math A Final Rviw 1) Us th graph of y10 to find approimat valus: a) 50 0. b) y (0.65) solution for part a) first writ an quation: 50 0. now tak th logarithm of both sids: log() log(50 0. ) pand th right

More information

How many neutrons does this aluminium atom contain? A 13 B 14 C 27 D 40

How many neutrons does this aluminium atom contain? A 13 B 14 C 27 D 40 alumiium atom has a uclo umbr of 7 ad a roto umbr of 3. How may utros dos this alumiium atom cotai? 3 4 7 40 atom of lmt Q cotais 9 lctros, 9 rotos ad 0 utros. What is Q? calcium otassium strotium yttrium

More information

A Prey-Predator Model with an Alternative Food for the Predator, Harvesting of Both the Species and with A Gestation Period for Interaction

A Prey-Predator Model with an Alternative Food for the Predator, Harvesting of Both the Species and with A Gestation Period for Interaction Int. J. Opn Problms Compt. Math., Vol., o., Jun 008 A Pry-Prdator Modl with an Altrnativ Food for th Prdator, Harvsting of Both th Spcis and with A Gstation Priod for Intraction K. L. arayan and. CH. P.

More information

Even/Odd Mode Analysis of the Wilkinson Divider

Even/Odd Mode Analysis of the Wilkinson Divider //9 Wilkinn Dividr Evn and Odd Md Analyi.dc / Evn/Odd Md Analyi f th Wilkinn Dividr Cnidr a matchd Wilkinn pwr dividr, with a urc at prt : Prt Prt Prt T implify thi chmatic, w rmv th grund plan, which

More information

u 3 = u 3 (x 1, x 2, x 3 )

u 3 = u 3 (x 1, x 2, x 3 ) Lctur 23: Curvilinar Coordinats (RHB 8.0 It is oftn convnint to work with variabls othr than th Cartsian coordinats x i ( = x, y, z. For xampl in Lctur 5 w mt sphrical polar and cylindrical polar coordinats.

More information

Lecture 26: Quadrature (90º) Hybrid.

Lecture 26: Quadrature (90º) Hybrid. Whits, EE 48/58 Lctur 26 Pag f Lctur 26: Quadratur (9º) Hybrid. Back in Lctur 23, w bgan ur discussin f dividrs and cuplrs by cnsidring imprtant gnral prprtis f thrand fur-prt ntwrks. This was fllwd by

More information

Probability & Statistics,

Probability & Statistics, Probability & Statistics, BITS Pilai K K Birla Goa Campus Dr. Jajati Kshari Sahoo Dpartmt of Mathmatics BITS Pilai, K K Birla Goa Campus Poisso Distributio Poisso Distributio: A radom variabl X is said

More information

A Novel Approach to Recovering Depth from Defocus

A Novel Approach to Recovering Depth from Defocus Ssors & Trasducrs 03 by IFSA http://www.ssorsportal.com A Novl Approach to Rcovrig Dpth from Dfocus H Zhipa Liu Zhzhog Wu Qiufg ad Fu Lifag Collg of Egirig Northast Agricultural Uivrsity 50030 Harbi Chia

More information

PPS (Pottial Path Spac) i y i l j Vij (2) H x PP (Pottial Path ra) (gravity-typ masur) i i i j1 cij (1) D j j c ij ij 4)7) 8), 9) D j V ij j i 198 1)1

PPS (Pottial Path Spac) i y i l j Vij (2) H x PP (Pottial Path ra) (gravity-typ masur) i i i j1 cij (1) D j j c ij ij 4)7) 8), 9) D j V ij j i 198 1)1 1 2 3 1 (68-8552 4 11) E-mail: taimoto@ss.tottori-u.ac.jp 2 (68-8552 4 11) 3 (657-851 1-1) Ky Words: accssibility, public trasportatio plaig, rural aras, tim allocatio, spac-tim prism 197 Hady ad Nimir

More information

Grade 3 Mathematics Course Syllabus Prince George s County Public Schools

Grade 3 Mathematics Course Syllabus Prince George s County Public Schools Ctet Grade 3 Mathematics Curse Syllabus Price Gerge s Cuty Public Schls Prerequisites: Ne Curse Descripti: I Grade 3, istructial time shuld fcus fur critical areas: (1) develpig uderstadig f multiplicati

More information

Iterative Methods of Order Four for Solving Nonlinear Equations

Iterative Methods of Order Four for Solving Nonlinear Equations Itrativ Mods of Ordr Four for Solvig Noliar Equatios V.B. Kumar,Vatti, Shouri Domii ad Mouia,V Dpartmt of Egirig Mamatis, Formr Studt of Chmial Egirig Adhra Uivrsity Collg of Egirig A, Adhra Uivrsity Visakhapatam

More information

Excessive Social Imbalances and the Performance of Welfare States in the EU. Frank Vandenbroucke, Ron Diris and Gerlinde Verbist

Excessive Social Imbalances and the Performance of Welfare States in the EU. Frank Vandenbroucke, Ron Diris and Gerlinde Verbist Excessive Scial Imbalances and the Perfrmance f Welfare States in the EU Frank Vandenbrucke, Rn Diris and Gerlinde Verbist Child pverty in the Eurzne, SILC 2008 35.00 30.00 25.00 20.00 15.00 10.00 5.00.00

More information

2018 WY-TOPP Grade 4 Science Summative Assessment Blueprint Wyoming Department of Education

2018 WY-TOPP Grade 4 Science Summative Assessment Blueprint Wyoming Department of Education 018 WY-TOPP Grad Si Summativ Amt Bluprit Wymig Dpartmt f Eduati Stadard Cpt & Pr Ttal Itm pr Stadard 0 Skill I.1 Obrv ad Quti I. Dig ad Cdut a Sitifi Ivtigati I. Orgaiz ad Rprt Data I. Draw Clui ad Mak

More information

Chapter (8) Estimation and Confedence Intervals Examples

Chapter (8) Estimation and Confedence Intervals Examples Chaptr (8) Estimatio ad Cofdc Itrvals Exampls Typs of stimatio: i. Poit stimatio: Exampl (1): Cosidr th sampl obsrvatios, 17,3,5,1,18,6,16,10 8 X i i1 17 3 5 118 6 16 10 116 X 14.5 8 8 8 14.5 is a poit

More information

Self-interaction mass formula that relates all leptons and quarks to the electron

Self-interaction mass formula that relates all leptons and quarks to the electron Slf-intraction mass formula that rlats all lptons and quarks to th lctron GERALD ROSEN (a) Dpartmnt of Physics, Drxl Univrsity Philadlphia, PA 19104, USA PACS. 12.15. Ff Quark and lpton modls spcific thoris

More information

Worksheet: Taylor Series, Lagrange Error Bound ilearnmath.net

Worksheet: Taylor Series, Lagrange Error Bound ilearnmath.net Taylor s Thorm & Lagrag Error Bouds Actual Error This is th ral amout o rror, ot th rror boud (worst cas scario). It is th dirc btw th actual () ad th polyomial. Stps:. Plug -valu ito () to gt a valu.

More information

Computing and Communications -- Network Coding

Computing and Communications -- Network Coding 89 90 98 00 Computing and Communications -- Ntwork Coding Dr. Zhiyong Chn Institut of Wirlss Communications Tchnology Shanghai Jiao Tong Univrsity China Lctur 5- Nov. 05 0 Classical Information Thory Sourc

More information

H2 Mathematics Arithmetic & Geometric Series ( )

H2 Mathematics Arithmetic & Geometric Series ( ) H Mathmatics Arithmtic & Gomtric Sris (08 09) Basic Mastry Qustios Arithmtic Progrssio ad Sris. Th rth trm of a squc is 4r 7. (i) Stat th first four trms ad th 0th trm. (ii) Show that th squc is a arithmtic

More information

Bayesian Test for Lifetime Performance Index of Exponential Distribution under Symmetric Entropy Loss Function

Bayesian Test for Lifetime Performance Index of Exponential Distribution under Symmetric Entropy Loss Function Mathmatics ttrs 08; 4(): 0-4 http://www.scicpublishiggroup.com/j/ml doi: 0.648/j.ml.08040.5 ISSN: 575-503X (Prit); ISSN: 575-5056 (Oli) aysia Tst for iftim Prformac Idx of Expotial Distributio udr Symmtric

More information

Chapter 3.1: Polynomial Functions

Chapter 3.1: Polynomial Functions Ntes 3.1: Ply Fucs Chapter 3.1: Plymial Fuctis I Algebra I ad Algebra II, yu ecutered sme very famus plymial fuctis. I this secti, yu will meet may ther members f the plymial family, what sets them apart

More information

1985 AP Calculus BC: Section I

1985 AP Calculus BC: Section I 985 AP Calculus BC: Sctio I 9 Miuts No Calculator Nots: () I this amiatio, l dots th atural logarithm of (that is, logarithm to th bas ). () Ulss othrwis spcifid, th domai of a fuctio f is assumd to b

More information

Exam 2 Thursday (7:30-9pm) It will cover material through HW 7, but no material that was on the 1 st exam.

Exam 2 Thursday (7:30-9pm) It will cover material through HW 7, but no material that was on the 1 st exam. Exam 2 Thursday (7:30-9pm) It will covr matrial through HW 7, but no matrial that was on th 1 st xam. What happns if w bash atoms with lctrons? In atomic discharg lamps, lots of lctrons ar givn kintic

More information

CHAPTER 2 Algebraic Expressions and Fundamental Operations

CHAPTER 2 Algebraic Expressions and Fundamental Operations CHAPTER Algebraic Expressins and Fundamental Operatins OBJECTIVES: 1. Algebraic Expressins. Terms. Degree. Gruping 5. Additin 6. Subtractin 7. Multiplicatin 8. Divisin Algebraic Expressin An algebraic

More information

VII. Quantum Entanglement

VII. Quantum Entanglement VII. Quantum Entanglmnt Quantum ntanglmnt is a uniqu stat of quantum suprposition. It has bn studid mainly from a scintific intrst as an vidnc of quantum mchanics. Rcntly, it is also bing studid as a basic

More information

Note If the candidate believes that e x = 0 solves to x = 0 or gives an extra solution of x = 0, then withhold the final accuracy mark.

Note If the candidate believes that e x = 0 solves to x = 0 or gives an extra solution of x = 0, then withhold the final accuracy mark. . (a) Eithr y = or ( 0, ) (b) Whn =, y = ( 0 + ) = 0 = 0 ( + ) = 0 ( )( ) = 0 Eithr = (for possibly abov) or = A 3. Not If th candidat blivs that = 0 solvs to = 0 or givs an tra solution of = 0, thn withhold

More information

15/03/1439. Lectures on Signals & systems Engineering

15/03/1439. Lectures on Signals & systems Engineering Lcturs o Sigals & syms Egirig Dsigd ad Prd by Dr. Ayma Elshawy Elsfy Dpt. of Syms & Computr Eg. Al-Azhar Uivrsity Email : aymalshawy@yahoo.com A sigal ca b rprd as a liar combiatio of basic sigals. Th

More information

On Modeling the Reliability of Data Transport in Wireless Sensor Networks

On Modeling the Reliability of Data Transport in Wireless Sensor Networks O Mdlig th Rliability f Data Trasprt i Wirlss Ssr Ntwrks Faisal Karim Shaikh, Abdlmajid Khlil ad Nraj Suri Dpartmt f Cmputr Scic, Tchisch Uivrsität Darmstadt, Grmay {fkarim khlil suri}@ifrmatik.tu-darmstadt.d

More information

MANALI. io= August 2018

MANALI. io= August 2018 MAALI PTROCHMICALS Manali Ptrhmials Limitd SPIC Hus, 88, Munt Rad, Guindy, Chnnai 6 32 Tlfax : 442235198 Wbsit : www.manaliptr.m CI : L24294nii'986PLC1387 Rf: MPL I Stl I BS & S I 2 & 3 I 218 i= August

More information

CDS 101: Lecture 5.1 Reachability and State Space Feedback

CDS 101: Lecture 5.1 Reachability and State Space Feedback CDS, Lctur 5. CDS : Lctur 5. Rachability ad Stat Spac Fdback Richard M. Murray 7 Octobr 3 Goals: Di rachability o a cotrol systm Giv tsts or rachability o liar systms ad apply to ampls Dscrib th dsig o

More information