Henrik Denerin. seals II. for cello and soprano. full score

Size: px
Start display at page:

Download "Henrik Denerin. seals II. for cello and soprano. full score"

Transcription

1 Henik Denein seals II o and ull scoe

2

3 Henik Denein seals II ( ) o and duation: 5 seconds

4 Notation: GENERA (all instuments) Scoe witten at laying itch All instuments ae tansosed and thei ats ae identical to the scoe = change vey gadually om one sound o one way o laying to anothe No vibato unless indicated All tansitions, including glissandi, as smooth as ossible A glissando begins immediately ate the enty and should last o the entie notated duation Staccato is always shot egadless o the note value above o below which it stands Notes without staccato should neve be shotened A tenuto mak ( ) indicates an aticulated attack (ie tongued) without aticula emhasis unless accentuated An accented attack should only biely be one degee loude than the dynamic level notated All tills, temoli and gace-notes as ast as ossible (unless othewise seciied) Tills ae ½ tone (semi-tone) u om the notated itch, i not an auxiliay note is esent Gace-notes ae subtacted om the notated duation in which they occu (n) D b d n + # = (n) Quatetones: Smalle intevals ae notated using an aow ointing u o down om one o these accidentals; the ecise intonation o such itches may be ineed om the notated ingeing i esent, o othewise is geneally undestood to be aoximately one eighth-tone ] is an indication to dam all sound, stoing the bow audibly on the sting [ indicates (e) stating with the bow aleady on the sting (these two symbols ae usually ound in conunction) CEO s, ms = oco and molto sul onti esectively, the ome aleady being noticeably dieent in timbe om, the latte being as exteme as ossible consistent with the undamental itch emaining audible st, mst = oco and molto sul tasto (similaly) = ascending degees o bow essue: lautando; nomal ; exaggeated and distoted (itch only ust discenible); comletelyitchless scaing The exact timbal esult will aise om the combination o bow essue with bow osition and dynamic level, any o all o which might be simultaneously changing clb = col legno battuto; clt = col legno tatto; 1/2clb = using wood and hai o the bow simultaneously, = degees o let-hand inge essue: hamonic, hal hamonic and nomal a sound notated as a hamonic will not always have a clea o single esultant itch, eg in the case o glissandi = exchange o inges on a single itch o glissando, usually but not always extemely aid solo should always be quite exaggeated, tying to be a soloist diva but ailing VOICE The text is taken om Giodano Bunos Tiginta Sigilli (153) Clealy olled Italian '', akin in eect to luttetonguing In some laces an exta system (one line) has been added beneath the stave to indicate exlosive consonant sounds These sounds should nomally be vey shot, and cut o abutly with glottal action as i unde high essue Black noteheads indicate slightly voiced sounds; white noteheads indicate unvoiced consonants

5 seals II o and Henik Denein n n n b e= 755 con sod seme n n > z initial tuning: gettato NB in scoe, all scodatua sting itches ae witten AS SOUNDING O n - vib n - R (non vib) ms 13: :11 K nn nn - K K n - n nn O d b - F b + - b + e dex - ti su - e - ni s 6:5 n d 6:7 + n Ùn o I II 4 ms I/II =n 4:5 gliss tans # n b gliss tans n Ï ç inge ec + 3 sul 1 seme st # - n 4:3 n # -> 7:9 13:12 n # # n n n n n - n # # n n > - b 4:3 9: # in e - ni - i i i i i i que e ests in mid-glissando inteut bowing but not itch-movement, so that the glissando estats at the oint it would have eached i continuous n o :9 Ÿ~~~ n b # n n ( ) ( ) d F F Ÿ~~~~ # + b n - b - F 10:7 Œ 10:7 n + + > > n Ù # b n di - e - en - t - ia - s que di - - e - en -ti - as en-ti - as ha - b e - t + Ù n n b it > b - Í 7: b > d - Í thoat-lutte (shiveing) S b n o S 9 e= 65 4 b - d hal-whiseed b K b - d - + 4:3 11:10 5:4 5:4 b # - n d mst K d - ] [ ] [ ] [ ] [ ] :9 + - n + b # + n b d n 16 7 ms Ÿ~~~~~ 16 9 Ÿ~~~~~~~ st (no gliss :9 K b - n Ÿ~~~~~ n ( D ) ( ) A ci - ca se B(e) et C(e) B(e) ha - be - t ( ) n om the G n!) ] b (no gliss om the A n!) d - b - n [ ] [ ] [ b F ß n n b K # b Ï ß b # n + 5:4 a g n - d ( b ) ( ) Coyight 2015 by Henik Denein, vesion 10

6 2 12 sul tasto ossible! + w - * * 5:4 5:4 n # d E G(e) N n * almost inaudible, though caeul obsevance o the aticulation in the voice should ensue that the low o tension is always meintained subito 13 e= I 1 clt s d n + n # n d n d ms s d - d # + - ½ clb st + + ½ clb 7:5 (lh izz) + + # + # n + # (lh izz) ½ clb s # I II II 2 + b d n # n 5:7 + (N) 5:4 n # ç n - d - a vey beathy sound itch scacely audible n - co d n

ELOQUENTIA espacio para flauta y orquesta

ELOQUENTIA espacio para flauta y orquesta Violin I 1 Manuel Sosa ELOQENTIA esacio aa lauta y oquesta MusikaSilentis New Yok 2010 The imay uose o the ba-lines is to seve as a device o synchonization. Ba-lines do not indicate accentuation o the

More information

High Voice Two Violins Viola & Accordion

High Voice Two Violins Viola & Accordion CHISTOHE WILLIAM IECE ON A OEM O ADELAIE e t'adoe à l'égal de la voûte noctune om Les leus du Mal High Two Violins Viola Accodion 00 Chistohe William iece ASCA, All ights eseved o Katy e t'adoe à l'égal

More information

TYLER TODD KIMMEL HERMES. Concerto for Violoncello and Orchestra

TYLER TODD KIMMEL HERMES. Concerto for Violoncello and Orchestra TYLER TODD KIMMEL HERMES Conceto o Violoncello and Ochesta 201-201 Comosed o thesis o the degee o Maste o Music loida Intenational nivesity 201 HERMES N Hemes, the meiest o Olymians, and god o taveles,

More information

Balázs HORVÁTH. kábé 10

Balázs HORVÁTH. kábé 10 Balázs HOVÁTH káé 10 in eoia E o Alto Saxohone in E-lat and Ha 016 to the Duo Sea AYING SCOE Balázs Hováth, 016 káé 10 (cica 10) was coosed in the eoy o the Hungaian wite éte Esteházy in 016 It is dedicated

More information

alexander sigman struwl-2 for solo electric guitar (2012)

alexander sigman struwl-2 for solo electric guitar (2012) alexander sigman strwl- or solo electric guitar (0) strwl- (0) erormance notes general remarks A -sta notation is utilised throughout he to sta reers to let hand (ms) ingerings and articulations (see below)

More information

the silence that reigns... for large ensemble Heather Frasch A dissertation submitted in partial satisfaction of the requirements for the degree of

the silence that reigns... for large ensemble Heather Frasch A dissertation submitted in partial satisfaction of the requirements for the degree of the silence that eigns fo lage ensemble b Heathe Fasch A dissetation submitted in atial satisfaction of the equiements fo the degee of Docto of hilosoh in Music and the Designated Emhasis in Ne Media in

More information

Olli Virtaperko Usvapatsas

Olli Virtaperko Usvapatsas Olli Virtaerko Usvaatsas or symhony orchestra ull score, transosed duration 1'0'' T e o s t o M u s i c i n l a n d Coyright by the Comoser No art o this ublication may be coied or reroduced in any orm

More information

OPHELIA. Her heart is a clock. Amadeus Julian Regucera. A dissertation submitted in partial satisfaction of the. requirements for the degree of

OPHELIA. Her heart is a clock. Amadeus Julian Regucera. A dissertation submitted in partial satisfaction of the. requirements for the degree of OHELIA He heat is a clock Amadeus ulian egucea A dissetation submitted in atial satisaction o the equiements o the degee o Docto o hilosoh in Music in the Gaduate Division o the nivesit o Calionia, ekele

More information

Five Loons LLC No Erik Ferguson PERSPECTIVES OF A MAN SONG CYCLE FOR TENOR & FLUTE. Text by Stephen Crane. Complete Score.

Five Loons LLC No Erik Ferguson PERSPECTIVES OF A MAN SONG CYCLE FOR TENOR & FLUTE. Text by Stephen Crane. Complete Score. ive Loons LLC No. 102 Erik erguson ERSECTIVES O A MAN SONG CYCLE OR TENOR LUTE Text by Stehen Crane Comlete Score Comosed 2016 Erik erguson ERSECTIVES O A MAN SONG CYCLE OR TENOR LUTE Comosed 2015-2016

More information

Dream Theater. Paul Richards

Dream Theater. Paul Richards Commissioned y The niesity o loida Symhony Ochesta, Raymond Choaz, conducto, in celeation o thei 00 th anniesay season Deam Theate aul Richads Deam Theate aul Richads I Theshold II lace o Seeal Mysteies

More information

azim . =50 & \ \ .#! 4 .## O -ªªªªªªªªªªª Q. - F # % \ \ . F ( \ HANGING 1 METAL SHEET h 1 ..., -# j O... # j. #. glissando lentissimo

azim . =50 & \ \ .#! 4 .## O -ªªªªªªªªªªª Q. - F # % \ \ . F ( \ HANGING 1 METAL SHEET h 1 ..., -# j O... # j. #. glissando lentissimo =50 1 HORN as sounds) \ \ TROMBON \ \ \ \ PIANO A k ậ 7 O P molto legato 7 O Q O Q P j ## azim cuivré sound # 4 i - gliss # - k d gurgling sound 5 : breath + rapid fingers O -ªªªªªªªªªªª - d sp 6 h # O

More information

0606 ADDITIONAL MATHEMATICS

0606 ADDITIONAL MATHEMATICS UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS Intenational Geneal Cetificate of Seconday Education MARK SCHEME fo the Octobe/Novembe 011 question pape fo the guidance of teaches 0606 ADDITIONAL MATHEMATICS

More information

This is This is This is (for David Foster Wallace)

This is This is This is (for David Foster Wallace) This is This is This is (fo David Foste Wallace) fo two alto saxophones in unison and pepaed piano Eic Wubbels (200910) Compose's Note Wite David Wallace committed suicide in late 200 In addition to the

More information

Spectral colours. for Ensemble and tape. Javier Alejandro Garavaglia (1997)

Spectral colours. for Ensemble and tape. Javier Alejandro Garavaglia (1997) Sectal clus Ensemble and tae avie Aleand Gaavaglia (997) Ntes the emance The iece can be layed ith ithut the tae In the secnd case thee must be a ntice n the gam that claiies it ( examle: " Vesin ithut

More information

Kepler s problem gravitational attraction

Kepler s problem gravitational attraction Kele s oblem gavitational attaction Summay of fomulas deived fo two-body motion Let the two masses be m and m. The total mass is M = m + m, the educed mass is µ = m m /(m + m ). The gavitational otential

More information

on the deconstruction of a cycle for 2 pianists and 2 percussion players Alberto C. Bernal

on the deconstruction of a cycle for 2 pianists and 2 percussion players Alberto C. Bernal on the deconstruction o a cycle or 2 ianists and 2 ercussion layers Alberto C. Bernal PERFORMANCE NOTES General: The dynamic indications between hooks reer to the intention dynamic, that can be dierent

More information

Sebastian Hilli. Paraphrase III. Soave dolore for Flute (+Alto Flute), Clarinet in Bb (+Bass Clarinet), Oboe (+English Horn), Horn and Bassoon

Sebastian Hilli. Paraphrase III. Soave dolore for Flute (+Alto Flute), Clarinet in Bb (+Bass Clarinet), Oboe (+English Horn), Horn and Bassoon 1 84 Sebastian Hilli Parahrase III Soave dolore or Flute (+Alto Flute), Clarinet in Bb (+Bass Clarinet), Oboe (+English Horn), Horn and Bassoon 2016 Coyright by the Comoser All Rights Reserved No art o

More information

Still Sky Bells. For large ensemble. Stef Conner 2010

Still Sky Bells. For large ensemble. Stef Conner 2010 Still Sky Bells For large ensemble Ste Conner 1 Ste Conner Still Sky Bells 1 For large ensemble lutealto lute oboecor anglais clarinetbass clarinet ercussion vibrahonetam-tamglockensielrin C - CChinese

More information

Problem Set #10 Math 471 Real Analysis Assignment: Chapter 8 #2, 3, 6, 8

Problem Set #10 Math 471 Real Analysis Assignment: Chapter 8 #2, 3, 6, 8 Poblem Set #0 Math 47 Real Analysis Assignment: Chate 8 #2, 3, 6, 8 Clayton J. Lungstum Decembe, 202 xecise 8.2 Pove the convese of Hölde s inequality fo = and =. Show also that fo eal-valued f / L ),

More information

H5 Gas meter calibration

H5 Gas meter calibration H5 Gas mete calibation Calibation: detemination of the elation between the hysical aamete to be detemined and the signal of a measuement device. Duing the calibation ocess the measuement equiment is comaed

More information

A Shrinking Emptiness/ Entropic Pleasures III

A Shrinking Emptiness/ Entropic Pleasures III Anders Hultqvist A Shrinking Etiness Entropic Pleasures III [Delineations (a), Version three] Commissioned y Ens MimitauLevande MusikKulturrådet 01 (Version 01, Version III 018) Anders Hultqvist A Shrinking

More information

Music Diary. for soprano, flute, clarinet, violin, and percussion

Music Diary. for soprano, flute, clarinet, violin, and percussion Music Diary or sorano, lute, clarinet, violin, and ercussion LI Qi 201 Program Notes This is a iece or entertainment Have some un! :) Movements 1 Gossi!!! Girls always love gossi!!! Gossi always loves

More information

0606 ADDITIONAL MATHEMATICS 0606/01 Paper 1, maximum raw mark 80

0606 ADDITIONAL MATHEMATICS 0606/01 Paper 1, maximum raw mark 80 UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS Intenational Geneal Cetificate of Seconday Education MARK SCHEME fo the Octobe/Novembe 009 question pape fo the guidance of teaches 0606 ADDITIONAL MATHEMATICS

More information

On the ratio of maximum and minimum degree in maximal intersecting families

On the ratio of maximum and minimum degree in maximal intersecting families On the atio of maximum and minimum degee in maximal intesecting families Zoltán Lóánt Nagy Lale Özkahya Balázs Patkós Máté Vize Mach 6, 013 Abstact To study how balanced o unbalanced a maximal intesecting

More information

The Substring Search Problem

The Substring Search Problem The Substing Seach Poblem One algoithm which is used in a vaiety of applications is the family of substing seach algoithms. These algoithms allow a use to detemine if, given two chaacte stings, one is

More information

MODULE 5a and 5b (Stewart, Sections 12.2, 12.3) INTRO: In MATH 1114 vectors were written either as rows (a1, a2,..., an) or as columns a 1 a. ...

MODULE 5a and 5b (Stewart, Sections 12.2, 12.3) INTRO: In MATH 1114 vectors were written either as rows (a1, a2,..., an) or as columns a 1 a. ... MODULE 5a and 5b (Stewat, Sections 2.2, 2.3) INTRO: In MATH 4 vectos wee witten eithe as ows (a, a2,..., an) o as columns a a 2... a n and the set of all such vectos of fixed length n was called the vecto

More information

OSCILLATIONS AND GRAVITATION

OSCILLATIONS AND GRAVITATION 1. SIMPLE HARMONIC MOTION Simple hamonic motion is any motion that is equivalent to a single component of unifom cicula motion. In this situation the velocity is always geatest in the middle of the motion,

More information

Section 8.2 Polar Coordinates

Section 8.2 Polar Coordinates Section 8. Pola Coodinates 467 Section 8. Pola Coodinates The coodinate system we ae most familia with is called the Catesian coodinate system, a ectangula plane divided into fou quadants by the hoizontal

More information

On the ratio of maximum and minimum degree in maximal intersecting families

On the ratio of maximum and minimum degree in maximal intersecting families On the atio of maximum and minimum degee in maximal intesecting families Zoltán Lóánt Nagy Lale Özkahya Balázs Patkós Máté Vize Septembe 5, 011 Abstact To study how balanced o unbalanced a maximal intesecting

More information

Partition Functions. Chris Clark July 18, 2006

Partition Functions. Chris Clark July 18, 2006 Patition Functions Chis Clak July 18, 2006 1 Intoduction Patition functions ae useful because it is easy to deive expectation values of paametes of the system fom them. Below is a list of the mao examples.

More information

Graphs of Sine and Cosine Functions

Graphs of Sine and Cosine Functions Gaphs of Sine and Cosine Functions In pevious sections, we defined the tigonometic o cicula functions in tems of the movement of a point aound the cicumfeence of a unit cicle, o the angle fomed by the

More information

II. Non-paper: Zeta functions in scattering problems evaluated on the real wave number axis. Andreas Wirzba. Institut fur Kernphysik, TH Darmstadt

II. Non-paper: Zeta functions in scattering problems evaluated on the real wave number axis. Andreas Wirzba. Institut fur Kernphysik, TH Darmstadt Damstadt, Octobe, 995 II. Non-ae: Zeta functions in scatteing oblems evaluated on the eal wave numbe axis Andeas Wizba Institut fu Kenhysik, TH Damstadt Schlogatenst. 9, D-6489 Damstadt, Gemany email:

More information

A Bijective Approach to the Permutational Power of a Priority Queue

A Bijective Approach to the Permutational Power of a Priority Queue A Bijective Appoach to the Pemutational Powe of a Pioity Queue Ia M. Gessel Kuang-Yeh Wang Depatment of Mathematics Bandeis Univesity Waltham, MA 02254-9110 Abstact A pioity queue tansfoms an input pemutation

More information

556: MATHEMATICAL STATISTICS I

556: MATHEMATICAL STATISTICS I 556: MATHEMATICAL STATISTICS I CHAPTER 5: STOCHASTIC CONVERGENCE The following efinitions ae state in tems of scala anom vaiables, but exten natually to vecto anom vaiables efine on the same obability

More information

Pietà. Violin, Cello and Piano For the Longleash Trio Duration: 18 Peter Kramer

Pietà. Violin, Cello and Piano For the Longleash Trio Duration: 18 Peter Kramer Pietà Violin, Cello and Piano For the Longleash Trio - - 01 Duration: 1 Peter Kramer PROGRAM NOTE Pietà was written during the Sring and Summer of 01 for Pala Garcia, ohn Poham and Renate Rohlng for the

More information

Supplementary information Efficient Enumeration of Monocyclic Chemical Graphs with Given Path Frequencies

Supplementary information Efficient Enumeration of Monocyclic Chemical Graphs with Given Path Frequencies Supplementay infomation Efficient Enumeation of Monocyclic Chemical Gaphs with Given Path Fequencies Masaki Suzuki, Hioshi Nagamochi Gaduate School of Infomatics, Kyoto Univesity {m suzuki,nag}@amp.i.kyoto-u.ac.jp

More information

Sections and Chapter 10

Sections and Chapter 10 Cicula and Rotational Motion Sections 5.-5.5 and Chapte 10 Basic Definitions Unifom Cicula Motion Unifom cicula motion efes to the motion of a paticle in a cicula path at constant speed. The instantaneous

More information

Dániel Péter Biró. !"+#$m (Laws) Part I. %$& %' (Do Not Accept) for Speaking Percussionist, Voices and Ensemble

Dániel Péter Biró. !+#$m (Laws) Part I. %$& %' (Do Not Accept) for Speaking Percussionist, Voices and Ensemble Dáiel Péte Bió!"+#$m (Laws) Pat I %$ %' (Do Not Accet) o Seakig Pecussioist, Voices ad Esemble 0 Mishatim (Laws) Pat : Lo Tisa (Do Not Accet) Peomace otes Scoe is i C Duatio: ca. miutes. Istumetatio: Seakig

More information

Dorin Andrica Faculty of Mathematics and Computer Science, Babeş-Bolyai University, Cluj-Napoca, Romania

Dorin Andrica Faculty of Mathematics and Computer Science, Babeş-Bolyai University, Cluj-Napoca, Romania #A INTEGERS 5A (05) THE SIGNUM EQUATION FOR ERDŐS-SURÁNYI SEQUENCES Doin Andica Faculty of Mathematics and Comute Science, Babeş-Bolyai Univesity, Cluj-Naoca, Romania dandica@math.ubbcluj.o Eugen J. Ionascu

More information

Auchmuty High School Mathematics Department Advanced Higher Notes Teacher Version

Auchmuty High School Mathematics Department Advanced Higher Notes Teacher Version The Binomial Theoem Factoials Auchmuty High School Mathematics Depatment The calculations,, 6 etc. often appea in mathematics. They ae called factoials and have been given the notation n!. e.g. 6! 6!!!!!

More information

dp p v= = ON SHOCK WAVES AT LARGE DISTANCES FROM THE PLACE OF THEIR ORIGIN By Lev D. Landau J. Phys. U.S.S.R. 9, 496 (1945).

dp p v= = ON SHOCK WAVES AT LARGE DISTANCES FROM THE PLACE OF THEIR ORIGIN By Lev D. Landau J. Phys. U.S.S.R. 9, 496 (1945). ON SHOCK WAVES AT LARGE DISTANCES FROM THE PLACE OF THEIR ORIGIN By Lev D. Landau J. Phys. U.S.S.R. 9, 496 (1945). It is shown that at lage distanes fom the body, moving with a. veloity exeeding that of

More information

Appendix A. Appendices. A.1 ɛ ijk and cross products. Vector Operations: δ ij and ɛ ijk

Appendix A. Appendices. A.1 ɛ ijk and cross products. Vector Operations: δ ij and ɛ ijk Appendix A Appendices A1 ɛ and coss poducts A11 Vecto Opeations: δ ij and ɛ These ae some notes on the use of the antisymmetic symbol ɛ fo expessing coss poducts This is an extemely poweful tool fo manipulating

More information

ETIKA V PROFESII PSYCHOLÓGA

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

More information

Version 1.0. General Certificate of Education (A-level) June Mathematics MM04. (Specification 6360) Mechanics 4. Final.

Version 1.0. General Certificate of Education (A-level) June Mathematics MM04. (Specification 6360) Mechanics 4. Final. Vesion 1.0 Geneal Cetificate of Education (A-level) June 011 Mathematics MM04 (Specification 660) Mechanics 4 Final Mak Scheme Mak schemes ae pepaed by the Pincipal Examine and consideed, togethe with

More information

TANTON S TAKE ON CONTINUOUS COMPOUND INTEREST

TANTON S TAKE ON CONTINUOUS COMPOUND INTEREST CURRICULUM ISPIRATIOS: www.maa.og/ci www.theglobalmathpoject.og IOVATIVE CURRICULUM OLIE EXPERIECES: www.gdaymath.com TATO TIDBITS: www.jamestanton.com TATO S TAKE O COTIUOUS COMPOUD ITEREST DECEMBER 208

More information

2. The grace-note groups, see illustration, have to be performed as fast as possible.

2. The grace-note groups, see illustration, have to be performed as fast as possible. 1 Perormance instructions 1 The instructions or the use o the pedal are indicated with a double line under the piano part I the double line is continued past the end o the staves, the pedal must be hold

More information

As is natural, our Aerospace Structures will be described in a Euclidean three-dimensional space R 3.

As is natural, our Aerospace Structures will be described in a Euclidean three-dimensional space R 3. Appendix A Vecto Algeba As is natual, ou Aeospace Stuctues will be descibed in a Euclidean thee-dimensional space R 3. A.1 Vectos A vecto is used to epesent quantities that have both magnitude and diection.

More information

Exploration of the three-person duel

Exploration of the three-person duel Exploation of the thee-peson duel Andy Paish 15 August 2006 1 The duel Pictue a duel: two shootes facing one anothe, taking tuns fiing at one anothe, each with a fixed pobability of hitting his opponent.

More information

Analysis of Arithmetic. Analysis of Arithmetic. Analysis of Arithmetic Round-Off Errors. Analysis of Arithmetic. Analysis of Arithmetic

Analysis of Arithmetic. Analysis of Arithmetic. Analysis of Arithmetic Round-Off Errors. Analysis of Arithmetic. Analysis of Arithmetic In the fixed-oint imlementation of a digital filte only the esult of the multilication oeation is quantied The eesentation of a actical multilie with the quantie at its outut is shown below u v Q ^v The

More information

Q. Obtain the Hamiltonian for a one electron atom in the presence of an external magnetic field.

Q. Obtain the Hamiltonian for a one electron atom in the presence of an external magnetic field. Syed Ashad Hussain Lectue Deatment of Physics Tiua Univesity www.sahussaintu.wodess.com Q. Obtain the Hamiltonian fo a one electon atom in the esence of an extenal magnetic field. To have an idea about

More information

Olli Virtaperko. Romer s Gap. Concerto for amplified cello and chamber orchestra in three movements

Olli Virtaperko. Romer s Gap. Concerto for amplified cello and chamber orchestra in three movements 1 0 Olli Virtaerko Romer s Ga Concerto or amliied cello and chamer orchestra in three movements 01 01 Coyright y the Comoser All Rights Reserved No art o this ulication may e coied or reroduced in any

More information

The Laws of Motion ( ) N SOLUTIONS TO PROBLEMS ! F = ( 6.00) 2 + ( 15.0) 2 N = 16.2 N. Section 4.4. Newton s Second Law The Particle Under a Net Force

The Laws of Motion ( ) N SOLUTIONS TO PROBLEMS ! F = ( 6.00) 2 + ( 15.0) 2 N = 16.2 N. Section 4.4. Newton s Second Law The Particle Under a Net Force SOLUTIONS TO PROBLEMS The Laws of Motion Section 4.3 Mass P4. Since the ca is moving with constant speed and in a staight line, the esultant foce on it must be zeo egadless of whethe it is moving (a) towad

More information

Symphony for Percussion Ensemble

Symphony for Percussion Ensemble Symhony or ercussion Ensemble or our ercussionists (and an otional electronics art), in our movements By Aidan Gold I: Landscaes II: A Dance III: A Dream IV: A Song 2016 Aidan Gold Instrumentation and

More information

CSCE 478/878 Lecture 4: Experimental Design and Analysis. Stephen Scott. 3 Building a tree on the training set Introduction. Outline.

CSCE 478/878 Lecture 4: Experimental Design and Analysis. Stephen Scott. 3 Building a tree on the training set Introduction. Outline. In Homewok, you ae (supposedly) Choosing a data set 2 Extacting a test set of size > 3 3 Building a tee on the taining set 4 Testing on the test set 5 Repoting the accuacy (Adapted fom Ethem Alpaydin and

More information

15 B1 1. Figure 1. At what speed would the car have to travel for resonant oscillations to occur? Comment on your answer.

15 B1 1. Figure 1. At what speed would the car have to travel for resonant oscillations to occur? Comment on your answer. Kiangsu-Chekiang College (Shatin) F:EasteHolidaysAssignmentAns.doc Easte Holidays Assignment Answe Fom 6B Subject: Physics. (a) State the conditions fo a body to undego simple hamonic motion. ( mak) (a)

More information

Syntactical content of nite approximations of partial algebras 1 Wiktor Bartol Inst. Matematyki, Uniw. Warszawski, Warszawa (Poland)

Syntactical content of nite approximations of partial algebras 1 Wiktor Bartol Inst. Matematyki, Uniw. Warszawski, Warszawa (Poland) Syntactical content of nite appoximations of patial algebas 1 Wikto Batol Inst. Matematyki, Uniw. Waszawski, 02-097 Waszawa (Poland) batol@mimuw.edu.pl Xavie Caicedo Dep. Matematicas, Univ. de los Andes,

More information

Cross section dependence on ski pole sti ness

Cross section dependence on ski pole sti ness Coss section deendence on ski ole sti ness Johan Bystöm and Leonid Kuzmin Abstact Ski equiment oduce SWIX has ecently esented a new ai of ski oles, called SWIX Tiac, which di es fom conventional (ound)

More information

Ingredients for the first star Reionization baryons the dark Ages`

Ingredients for the first star Reionization baryons the dark Ages` Between z 1100 and z 0 Ingedients fo the fist sta bayons the dak Ages` Paul van de Wef Steewacht Leiden,$& 0D\ electons The univese at z = 1089 ow do we get the univese to fom stas? Still a key question

More information

Christopher Cerrone. Invisible Overture for small orchestra (2008) Version correct as of: 03/07/2013. Outburst-Inburst Musics s k Brooklyn, NY k

Christopher Cerrone. Invisible Overture for small orchestra (2008) Version correct as of: 03/07/2013. Outburst-Inburst Musics s k Brooklyn, NY k Chisthe Cene Invisible vetue small chesta (2008) Vesin cect as : 0/0/201 utbustinbust Musics s k klyn, NY k CHESTA 2 lutes ( = iccl) 1 be 1 c anglais ( = be 2) 2 clainets in lat ( = bass clainet in lat)

More information

Fri Angular Momentum Quiz 10 RE 11.a; HW10: 13*, 21, 30, 39 Mon , (.12) Rotational + Translational RE 11.b Tues.

Fri Angular Momentum Quiz 10 RE 11.a; HW10: 13*, 21, 30, 39 Mon , (.12) Rotational + Translational RE 11.b Tues. Fi. 11.1 Angula Momentum Quiz 10 R 11.a; HW10: 13*, 1, 30, 39 Mon. 11.-.3, (.1) Rotational + Tanslational R 11.b Tues. P10 Mon. 11.4-.6, (.13) Angula Momentum & Toque Tues. Wed. 11.7 -.9, (.11) Toque R

More information

Fantasia on KANG DING LOVE SONG

Fantasia on KANG DING LOVE SONG antasia on KANG DING LOVE SONG ERIC RICHARDS 2008 (BMI) Written or the Shanghai Conservatory o Music azz Ensemle Zhang, Xiaolu - director Dr Gene Aitken - guest conductor Octoer 2008 INSTRMENTATION Solo

More information

Class 2. Lesson 1 Stationary Point Charges and Their Forces. Basic Rules of Electrostatics. Basic Rules of Electrostatics

Class 2. Lesson 1 Stationary Point Charges and Their Forces. Basic Rules of Electrostatics. Basic Rules of Electrostatics Lesson 1 Stationay Point Chages and Thei Foces Class Today we will: lean the basic chaacteistics o the electostatic oce eview the popeties o conductos and insulatos lean what is meant by electostatic induction

More information

3.1 Random variables

3.1 Random variables 3 Chapte III Random Vaiables 3 Random vaiables A sample space S may be difficult to descibe if the elements of S ae not numbes discuss how we can use a ule by which an element s of S may be associated

More information

Math 124B February 02, 2012

Math 124B February 02, 2012 Math 24B Febuay 02, 202 Vikto Gigoyan 8 Laplace s equation: popeties We have aleady encounteed Laplace s equation in the context of stationay heat conduction and wave phenomena. Recall that in two spatial

More information

Psychometric Methods: Theory into Practice Larry R. Price

Psychometric Methods: Theory into Practice Larry R. Price ERRATA Psychometic Methods: Theoy into Pactice Lay R. Pice Eos wee made in Equations 3.5a and 3.5b, Figue 3., equations and text on pages 76 80, and Table 9.1. Vesions of the elevant pages that include

More information

Physics 1C Fall 2011: Quiz 1 Version A 1

Physics 1C Fall 2011: Quiz 1 Version A 1 Physics 1C Fall 2011: Quiz 1 Vesion A 1 Depatment of Physics Physics 1C Fall Quate - 2011 D. Mak Paddock INSTRUCTIONS: 1. Pint you full name below LAST NAME FIRST NAME MIDDLE INITIAL 2. You code numbe

More information

Online-routing on the butterfly network: probabilistic analysis

Online-routing on the butterfly network: probabilistic analysis Online-outing on the buttefly netwok: obabilistic analysis Andey Gubichev 19.09.008 Contents 1 Intoduction: definitions 1 Aveage case behavio of the geedy algoithm 3.1 Bounds on congestion................................

More information

Preview Only. Legal Use Requires Purchase. Thomas Fats WAller Arranged by Eric Richards. Conductor 2nd E% Alto Saxophone

Preview Only. Legal Use Requires Purchase. Thomas Fats WAller Arranged by Eric Richards. Conductor 2nd E% Alto Saxophone The Jitterug Waltz Thomas ats WAller Arranged y Eric Richards instrumentation Conductor 1st E% Alto Saxohone 2nd E% Alto Saxohone 1st B% Tenor Saxohone 2nd B% Tenor Saxohone E% Baritone Saxohone 1st B%

More information

HW 7 Help. 60 s t. (4.0 rev/s)(1 min) 240 rev 1 min Solving for the distance traveled, we ll need to convert to radians:

HW 7 Help. 60 s t. (4.0 rev/s)(1 min) 240 rev 1 min Solving for the distance traveled, we ll need to convert to radians: HW 7 Help 30. ORGANIZE AND PLAN We ae given the angula velocity and the time, and we ae asked to ind the distance that is coveed. We can ist solve o the angula displacement using Equation 8.3: t. The distance

More information

Concerto for Organ and Chamber Orchestra

Concerto for Organ and Chamber Orchestra University o Iowa Iowa Research Online Theses and Dissertations Fall 201 Concerto or Organ and Chamber Orchestra Stas Omelchenko University o Iowa Coyright 201 Stas Omelchenko This dissertation is available

More information

Probabilistic number theory : A report on work done. What is the probability that a randomly chosen integer has no square factors?

Probabilistic number theory : A report on work done. What is the probability that a randomly chosen integer has no square factors? Pobabilistic numbe theoy : A eot on wo done What is the obability that a andomly chosen intege has no squae factos? We can constuct an initial fomula to give us this value as follows: If a numbe is to

More information

Math 301: The Erdős-Stone-Simonovitz Theorem and Extremal Numbers for Bipartite Graphs

Math 301: The Erdős-Stone-Simonovitz Theorem and Extremal Numbers for Bipartite Graphs Math 30: The Edős-Stone-Simonovitz Theoem and Extemal Numbes fo Bipatite Gaphs May Radcliffe The Edős-Stone-Simonovitz Theoem Recall, in class we poved Tuán s Gaph Theoem, namely Theoem Tuán s Theoem Let

More information

Nuclear and Particle Physics - Lecture 20 The shell model

Nuclear and Particle Physics - Lecture 20 The shell model 1 Intoduction Nuclea and Paticle Physics - Lectue 0 The shell model It is appaent that the semi-empiical mass fomula does a good job of descibing tends but not the non-smooth behaviou of the binding enegy.

More information

The study of the motion of a body along a general curve. the unit vector normal to the curve. Clearly, these unit vectors change with time, u ˆ

The study of the motion of a body along a general curve. the unit vector normal to the curve. Clearly, these unit vectors change with time, u ˆ Section. Cuilinea Motion he study of the motion of a body along a geneal cue. We define u ˆ û the unit ecto at the body, tangential to the cue the unit ecto nomal to the cue Clealy, these unit ectos change

More information

Pushdown Automata (PDAs)

Pushdown Automata (PDAs) CHAPTER 2 Context-Fee Languages Contents Context-Fee Gammas definitions, examples, designing, ambiguity, Chomsky nomal fom Pushdown Automata definitions, examples, euivalence with context-fee gammas Non-Context-Fee

More information

Collision Frequency of Adsorbed Particles

Collision Frequency of Adsorbed Particles Bulg. J. Phys. 40 (2013) 214 218 Collision Fequency of Adsobed Paticles N.S. Peev Geogi Nadjakov Institute of Solid State Physics, Bulgaian Academy of Sciences, 72 Tzaigadsko Chaussee Blvd., 1784 Sofia,

More information

Mechanics Physics 151

Mechanics Physics 151 Mechanics Physics 151 Lectue 5 Cental Foce Poblem (Chapte 3) What We Did Last Time Intoduced Hamilton s Pinciple Action integal is stationay fo the actual path Deived Lagange s Equations Used calculus

More information

Physics 211: Newton s Second Law

Physics 211: Newton s Second Law Physics 211: Newton s Second Law Reading Assignment: Chapte 5, Sections 5-9 Chapte 6, Section 2-3 Si Isaac Newton Bon: Januay 4, 1643 Died: Mach 31, 1727 Intoduction: Kinematics is the study of how objects

More information

Lab #4: Newton s Second Law

Lab #4: Newton s Second Law Lab #4: Newton s Second Law Si Isaac Newton Reading Assignment: bon: Januay 4, 1643 Chapte 5 died: Mach 31, 1727 Chapte 9, Section 9-7 Intoduction: Potait of Isaac Newton by Si Godfey Knelle http://www.newton.cam.ac.uk/at/potait.html

More information

ONE-POINT CODES USING PLACES OF HIGHER DEGREE

ONE-POINT CODES USING PLACES OF HIGHER DEGREE ONE-POINT CODES USING PLACES OF HIGHER DEGREE GRETCHEN L. MATTHEWS AND TODD W. MICHEL DEPARTMENT OF MATHEMATICAL SCIENCES CLEMSON UNIVERSITY CLEMSON, SC 29634-0975 U.S.A. E-MAIL: GMATTHE@CLEMSON.EDU, TMICHEL@CLEMSON.EDU

More information

PDF Created with deskpdf PDF Writer - Trial ::

PDF Created with deskpdf PDF Writer - Trial :: A APPENDIX D TRIGONOMETRY Licensed to: jsamuels@bmcc.cun.edu PDF Ceated with deskpdf PDF Wite - Tial :: http://www.docudesk.com D T i g o n o m e t FIGURE a A n g l e s Angles can be measued in degees

More information

- 5 - TEST 1R. This is the repeat version of TEST 1, which was held during Session.

- 5 - TEST 1R. This is the repeat version of TEST 1, which was held during Session. - 5 - TEST 1R This is the epeat vesion of TEST 1, which was held duing Session. This epeat test should be attempted by those students who missed Test 1, o who wish to impove thei mak in Test 1. IF YOU

More information

d 2 x 0a d d =0. Relative to an arbitrary (accelerating frame) specified by x a = x a (x 0b ), the latter becomes: d 2 x a d 2 + a dx b dx c

d 2 x 0a d d =0. Relative to an arbitrary (accelerating frame) specified by x a = x a (x 0b ), the latter becomes: d 2 x a d 2 + a dx b dx c Chapte 6 Geneal Relativity 6.1 Towads the Einstein equations Thee ae seveal ways of motivating the Einstein equations. The most natual is pehaps though consideations involving the Equivalence Pinciple.

More information

Motion in One Dimension

Motion in One Dimension Motion in One Dimension Intoduction: In this lab, you will investigate the motion of a olling cat as it tavels in a staight line. Although this setup may seem ovesimplified, you will soon see that a detailed

More information

NOT E ON DIVIDED DIFFERENCE S

NOT E ON DIVIDED DIFFERENCE S Det Kgl. Danske Videnskabenes Selskab. Mathematisk-fysiske Meddelelse. XVII, 3. NOT E ON DIVIDED DIFFERENCE S SY J. F. STEFFENSEN KØBENHAVN EJNAR MUNKSGAAR D 939 Pinted in Denmak. Bianco Lunos Bogtykkei

More information

Unfinished Bridge. String Quartet For Mivos / 2018 (revised) Duration: 10 Peter Kramer

Unfinished Bridge. String Quartet For Mivos / 2018 (revised) Duration: 10 Peter Kramer Unfinished ridge String Quartet Fr Mivs - - 2012 / 2018 (revised) Duratin: 10 Peter Kramer PROGRAM NOTE Unfinished ridge was cmsed during the winter and sring f 2012 and was revised during the winter f

More information

Analytic Evaluation of two-electron Atomic Integrals involving Extended Hylleraas-CI functions with STO basis

Analytic Evaluation of two-electron Atomic Integrals involving Extended Hylleraas-CI functions with STO basis Analytic Evaluation of two-electon Atomic Integals involving Extended Hylleaas-CI functions with STO basis B PADHY (Retd.) Faculty Membe Depatment of Physics, Khalikote (Autonomous) College, Behampu-760001,

More information

Uniform Circular Motion

Uniform Circular Motion Unifom Cicula Motion Intoduction Ealie we defined acceleation as being the change in velocity with time: a = v t Until now we have only talked about changes in the magnitude of the acceleation: the speeding

More information

arxiv:math/ v2 [math.ag] 21 Sep 2005

arxiv:math/ v2 [math.ag] 21 Sep 2005 axiv:math/0509219v2 [math.ag] 21 Se 2005 POLYNOMIAL SYSTEMS SUPPORTED ON CIRCUITS AND DESSINS D ENFANTS FREDERIC BIHAN Abstact. We study olynomial systems whose equations have as common suot a set C of

More information

Le classeur à tampons

Le classeur à tampons Le classeur à tampons P a s à pa s Le matériel 1 gr a n d cla s s e u r 3 pa pi e r s co o r d o n n é s. P o u r le m o d è l e pr é s e n t é P a p i e r ble u D ai s y D s, pa pi e r bor d e a u x,

More information

Macro Theory B. The Permanent Income Hypothesis

Macro Theory B. The Permanent Income Hypothesis Maco Theoy B The Pemanent Income Hypothesis Ofe Setty The Eitan Beglas School of Economics - Tel Aviv Univesity May 15, 2015 1 1 Motivation 1.1 An econometic check We want to build an empiical model with

More information

1. The Subterranean Brachistochrone

1. The Subterranean Brachistochrone 1 1. The Subteanean Bachistochone A Bachistochone is a fictionless tack that connects two locations and along which an object can get fom the fist point to the second in minimum time unde only the action

More information

CMSC 425: Lecture 5 More on Geometry and Geometric Programming

CMSC 425: Lecture 5 More on Geometry and Geometric Programming CMSC 425: Lectue 5 Moe on Geomety and Geometic Pogamming Moe Geometic Pogamming: In this lectue we continue the discussion of basic geometic ogamming fom the eious lectue. We will discuss coodinate systems

More information

Version 1.0. klm. General Certificate of Education June Mathematics. Mechanics 2B. Mark Scheme

Version 1.0. klm. General Certificate of Education June Mathematics. Mechanics 2B. Mark Scheme Vesion.0 klm Geneal Cetificate of Education June 00 Mathematics MMB Mechanics B Mak Scheme Mak schemes ae pepaed by the Pincipal Examine and consideed, togethe with the eleant questions, by a panel of

More information

Phys 201A. Homework 5 Solutions

Phys 201A. Homework 5 Solutions Phys 201A Homewok 5 Solutions 3. In each of the thee cases, you can find the changes in the velocity vectos by adding the second vecto to the additive invese of the fist and dawing the esultant, and by

More information

The least common multiple of a quadratic sequence

The least common multiple of a quadratic sequence The least common multile of a quadatic sequence Javie Cilleuelo Abstact Fo any ieducible quadatic olynomial fx in Z[x] we obtain the estimate log l.c.m. f1,..., fn n log n Bn on whee B is a constant deending

More information

Anders Hultqvist. Entropic Pleasures. [Delineations (a), version one]

Anders Hultqvist. Entropic Pleasures. [Delineations (a), version one] Aders Hultqvist Etropic Pleasures [Delieatios (a), versio oe] Commissioed y Es MimitauLevade MusikKulturrådet 01 Aders Hultqvist Etropic Pleasures [Delieatios (a), versio oe] Istrumetatio: FlutePiccAlto

More information

Physics 4A Chapter 8: Dynamics II Motion in a Plane

Physics 4A Chapter 8: Dynamics II Motion in a Plane Physics 4A Chapte 8: Dynamics II Motion in a Plane Conceptual Questions and Example Poblems fom Chapte 8 Conceptual Question 8.5 The figue below shows two balls of equal mass moving in vetical cicles.

More information

Political Science 552

Political Science 552 Political Science 55 Facto and Pincial Comonents Path : Wight s Rules 4 v 4 4 4u R u R v 4. Path may ass though any vaiable only once on a single tavese. Path may go backwads, but not afte going fowad.

More information

g D from the frequency, g x Gx

g D from the frequency, g x Gx These changes wee made /7/2004 to these notes:. Added an eplanato note (in pink! in paentheses on page 2. 2. Coected total deivatives to patial deivatives in Eq. (4 and peceding equation on page 4 and

More information