SUBJECT: Remittance Advice Remark Code and Claim Adjustment Reason Code Update

Size: px
Start display at page:

Download "SUBJECT: Remittance Advice Remark Code and Claim Adjustment Reason Code Update"

Transcription

1 anual ystem Pub edicae laims Pocessing Depatment of ealth & uman evices (D) entes fo edicae & edicaid evices () Tansmittal 1031 Date: AUGUT 18, 2006 hange equest 5212 UBJET: emittance Advice emak ode and laim Adjustment eason ode Update. UAY O ANGE: This lists all changes in the emittance Advice emak ode and laim Adjustment eason ode lists included in the Apil 2006 and ebuay 2006 updates espectively. NEW / EVED ATEAL EETVE DATE: *Octobe 1, 2006 PLEENTATON DATE: Octobe 2, 2006 Disclaime fo manual changes only: The evision date and tansmittal numbe apply only to ed italicized mateial. Any othe mateial was peviously published and emains unchanged. oweve, if this evision contains a table of contents, you will eceive the new/evised infomation only, and not the entie table of contents.. ANGE N ANUAL NTUTON: (N/A if manual is not updated) =EVED, N=NEW, D=DELETED-Only One Pe ow. /N/D hapte / ection / ubsection / Title N/A. UNDNG: No additional funding will be povided by ; contacto activities ae to be caied out within thei Y 2006 opeating budgets. V. ATTAENT: ecuing Update Notification *Unless othewise specified, the effective date is the date of sevice.

2 Attachment ecuing Update Notification Pub Tansmittal: 1031 Date: August 18, 2006 hange equest 5212 UBJET: emittance Advice emak ode and laim Adjustment eason ode Update. GENEAL NOATON A. Backgound: The ealth nsuance Potability and Accountability Act (PAA) of 1996 instucts health plans to be able to conduct standad electonic tansactions adopted unde PAA using valid standad codes. edicae policy states that laim Adjustment eason odes (As) ae equied in the emittance advice and coodination of benefits tansactions. edicae policy futhe states that emittance Advice emak odes (As) ae equied in the emittance advice tansaction. X12N 835 ealth ae emittance Advice emak odes is the national maintaine of the emittance advice emak code list. This code list is used by efeence in the A X12 N tansaction 835 (ealth ae laim Payment/Advice) vesion A1 mplementation Guide (G). Unde PAA, all payes, including edicae, have to use eason and emak codes appoved by X12 ecognized code set maintaines instead of popietay codes to explain any adjustment in the claim payment. As the ecognized maintaine of the A, eceives a significant numbe of equests fo new emak codes and modifications in existing emak codes fom edicae and non-edicae entities. Additions and modifications to the code list esulting fom non-edicae equests may not impact edicae. emak and eason code changes that impact edicae ae equested by staff in conjunction with a policy change. ontactos ae notified about these changes in the coesponding instuctions, which implement the policy change, in addition to the egula code update notification. f a modification has been initiated by an entity othe than fo a code cuently used by edicae, contactos shall use the modified code even though the modification was not initiated by edicae. f a new code is not initiated by edicae, contactos do not have to use it unless they have eceived specific instuction fom. ontactos shall stop using codes that have been deactivated on o befoe the effective date specified in the comment section (as posted on the WP Web site) if they ae cuently being used. edicae contactos shall not use any deactivated code past the deactivation date whethe the deactivation is equested by edicae o any othe entity. The complete list of emak codes is available at: The list is updated 3 times a yea. By Octobe 2, 2006 you must have completed enty of all applicable code text changes and new codes, and teminated use of deactivated codes. You must use the latest appoved and valid codes in you 835, coesponding standad pape emittance advice, and coodination of benefits tansactions. The following list summaizes changes made fom Novembe 1, 2005 to ebuay 28, 2006.

3 The A database has expanded apidly in the last couple of yeas. has developed a new Web site to help navigate the database moe easily. A tool is povided to help seach if you ae looking fo a specific categoy of code. You can also find at this site some othe infomation that ae available fom the WP Web site. The new Web site addess is: NOTE: This Web site is not eplacing the WP Web site as the official site whee the most cuent A list esides. f thee is any discepancy, always use the list posted at the WP Web site. emittance Advice emak ode changes New odes ode uent Naative edicae nitiated N365 This pocedue code is not payable. t is fo epoting/infomation puposes only. Y N366 N367 N368 N369 equested infomation not povided. The claim will be eopened if the infomation peviously equested is submitted within one yea afte the date of this denial notice. The claim infomation has been fowaded to a ealth avings Account pocesso fo eview. You must appeal the detemination of the peviously adjudicated claim. Alet: Although this claim has been pocessed, it is deficient accoding to state legislation/egulation. N N Y N odified odes ode uent odified Naative odification Date A02 f you do not agee with this detemination, you have the ight to appeal. You must file a witten equest fo an appeal within 180 days of the date you eceive this notice. Decisions made by a Quality mpovement Oganization (QO) must be appealed to that QO within 60 days. odified eff. 12/29/05 (*) This modification is effective Januay 1, 2006, and was implemented on o befoe ay 17, 2006.

4 Deactivated odes A03 f you do not agee with the appoved amounts and $100 o moe is in dispute (less deductible and coinsuance), you may ask fo a heaing within six months of the date of this notice. To meet the $100, you may combine amounts on othe claims that have been denied, including eopened appeals if you eceived a evised decision. You must appeal each claim on time. Deactivated effective 10/01/06, conside using emak code A02 X12 N 835 ealth ae laim Adjustment eason odes A national code maintenance committee maintains the health cae claim adjustment eason codes. The ommittee meets at the beginning of each X12 timeste meeting (ebuay, June and Octobe) and makes decisions about additions, modifications, and etiement of existing eason codes. The updated list is posted 3 times a yea afte each X12 timeste meeting. To access the list select elect laim Adjustment eason odes fom the pull down menu. All eason code changes appoved in ebuay 2006 ae listed hee. By Octobe 2, 2006, you must have completed enty of all applicable code text changes and new codes, and teminated use of deactivated codes. You must use the latest appoved and valid codes in you 835, coesponding standad pape emittance advice, and coodination of benefits tansactions. The equest fo a eason code change may come fom eithe edicae o non-edicae entities. f edicae equests a change, it may be included in a edicae instuction in addition to this egula code update notification. The egula code update notification is issued on a egula peiodic basis to povide a summay of changes in the eason and emak codes intoduced since the last update notification, and will establish the deadline fo edicae contactos to implement the eason and emak code changes that may not aleady have been implemented as pat of a pevious edicae policy change instuction. A eason code may be etied if it is no longe applicable o a simila code exists. etiements may be effective fo a specified futue and succeeding vesions o on a specific date. ontactos can discontinue use of etied codes in pio vesions. The egula code update notification will establish the deadline fo edicae contactos to etie a eason code. The edicae deadline could be ealie than the vesion o the date specified in the Washington Publishing ompany (WP) posting. The committee appoved the following eason code changes in ebuay eason ode hanges New odes ode uent Naative Notes 193 Oiginal payment decision is being maintained. This claim was pocessed popely the fist time. 194 Payment adjusted when anesthesia is pefomed by the opeating physician, the assistant sugeon o the attending physician. New as of 2/06 New as of 2/06

5 195 Payment denied/educed due to a efund issued to an eoneous pioity paye fo this claim/sevice New as of 2/06 odified odes None etied odes None B. Policy: o tansaction 835 (ealth ae laim Payment/Advice) and standad pape emittance advice, thee ae two code sets laim Adjustment eason ode (A) and emittance Advice emak ode (A) that must be used to epot payment adjustments, appeal ights, and elated infomation. Additionally, fo tansaction 837 OB, A must be used. These code sets ae updated on a egula basis. edicae contactos must use only cuently valid codes, and make the necessay changes on a egula basis as pe this ecuing code update o the specific that descibes the change in policy that esulted in the code change.. BUNE EQUEENT hall" denotes a mandatoy equiement "hould" denotes an optional equiement equiement Numbe equiements ntemediaies/s/aies/des and V shall update eason and emak codes that have been modified and apply to edicae by Octobe 2, esponsibility ( X indicates the columns that apply) haed ystem aintaines Othe a i e D E V W ntemediaies/s/aies/des and V shall update eason and emak codes to include new codes that apply to edicae by Octobe 2, ntemediaies/s/aies/des and V shall update eason and emak codes that have been deactivated whethe they apply to edicae o not by Octobe 2, 2006.

6 equiement Numbe equiements V shall update the edicae emit Easy Pint softwae to include the most cuent A and A lists available fom the following Web site: f you find any discepancy between any code text included in this and the coesponding text as posted on the Washington Publishing ompany (WP) Web site, use the text posted at the WP Web site. esponsibility ( X indicates the columns that apply) haed ystem aintaines Othe a i e D E V X W. POVDE EDUATON equiement Numbe equiements A povide education aticle elated to this instuction will be available at shotly afte the is eleased. You will eceive notification of the aticle elease via the established 'LN attes' listsev. ontactos shall post this aticle, o a diect link to this aticle, on thei Web site and include infomation about it in a listsev message within 1 week of the availability of the povide education aticle. n addition, the povide education aticle shall be included in you next egulaly scheduled bulletin and incopoated into any educational events on this topic. ontactos ae fee to supplement LN attes aticles with localized infomation that would benefit thei povide community in billing and administeing the edicae pogam coectly. esponsibility ( X indicates the columns that apply) haed ystem aintaines Othe a i e D E X X X X V W

7 V. UPPOTNG NOATON AND POBLE DEGN ONDEATON A. Othe nstuctions: N/A X-ef equiement # nstuctions B. Design onsideations: N/A X-ef equiement # ecommendation fo edicae ystem equiements. ntefaces: N/A D. ontacto inancial epoting /Wokload mpact: N/A E. Dependencies: N/A. Testing onsideations: N/A V. EDULE, ONTAT, AND UNDNG Effective Date*: Octobe 1, 2006 mplementation Date: Octobe 2, 2006 Pe-mplementation ontact(s): umita en at umita.sen@cms.hhs.gov o No additional funding will be povided by ; contacto activities ae to be caied out within thei Y 2006 opeating budgets. Post-mplementation ontact(s): umita en at umita.sen@cms.hhs.gov o *Unless othewise specified, the effective date is the date of sevice.

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

Central Coverage Bayes Prediction Intervals for the Generalized Pareto Distribution

Central Coverage Bayes Prediction Intervals for the Generalized Pareto Distribution Statistics Reseach Lettes Vol. Iss., Novembe Cental Coveage Bayes Pediction Intevals fo the Genealized Paeto Distibution Gyan Pakash Depatment of Community Medicine S. N. Medical College, Aga, U. P., India

More information

A NEW VARIABLE STIFFNESS SPRING USING A PRESTRESSED MECHANISM

A NEW VARIABLE STIFFNESS SPRING USING A PRESTRESSED MECHANISM Poceedings of the ASME 2010 Intenational Design Engineeing Technical Confeences & Computes and Infomation in Engineeing Confeence IDETC/CIE 2010 August 15-18, 2010, Monteal, Quebec, Canada DETC2010-28496

More information

An Application of Fuzzy Linear System of Equations in Economic Sciences

An Application of Fuzzy Linear System of Equations in Economic Sciences Austalian Jounal of Basic and Applied Sciences, 5(7): 7-14, 2011 ISSN 1991-8178 An Application of Fuzzy Linea System of Equations in Economic Sciences 1 S.H. Nassei, 2 M. Abdi and 3 B. Khabii 1 Depatment

More information

AP Physics C: Electricity and Magnetism 2001 Scoring Guidelines

AP Physics C: Electricity and Magnetism 2001 Scoring Guidelines AP Physics C: Electicity and Magnetism 1 Scoing Guidelines The mateials included in these files ae intended fo non-commecial use by AP teaches fo couse and exam pepaation; pemission fo any othe use must

More information

MSE 561, Atomic Modeling in Material Science Assignment 1

MSE 561, Atomic Modeling in Material Science Assignment 1 Depatment of Mateial Science and Engineeing, Univesity of Pennsylvania MSE 561, Atomic Modeling in Mateial Science Assignment 1 Yang Lu 1. Analytical Solution The close-packed two-dimensional stuctue is

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

Current Balance Warm Up

Current Balance Warm Up PHYSICS EXPERIMENTS 133 Cuent Balance-1 Cuent Balance Wam Up 1. Foce between cuent-caying wies Wie 1 has a length L (whee L is "long") and caies a cuent I 0. What is the magnitude of the magnetic field

More information

Centripetal Force OBJECTIVE INTRODUCTION APPARATUS THEORY

Centripetal Force OBJECTIVE INTRODUCTION APPARATUS THEORY Centipetal Foce OBJECTIVE To veify that a mass moving in cicula motion expeiences a foce diected towad the cente of its cicula path. To detemine how the mass, velocity, and adius affect a paticle's centipetal

More information

On a quantity that is analogous to potential and a theorem that relates to it

On a quantity that is analogous to potential and a theorem that relates to it Su une quantité analogue au potential et su un théoème y elatif C R Acad Sci 7 (87) 34-39 On a quantity that is analogous to potential and a theoem that elates to it By R CLAUSIUS Tanslated by D H Delphenich

More information

ITI Introduction to Computing II

ITI Introduction to Computing II ITI 1121. Intoduction to Computing II Macel Tucotte School of Electical Engineeing and Compute Science Abstact data type: Stack Stack-based algoithms Vesion of Febuay 2, 2013 Abstact These lectue notes

More information

A DETAILED DESCRIPTION OF THE DISCREPANCY IN FORMULAS FOR THE STANDARD ERROR OF THE DIFFERENCE BETWEEN A RAW AND PARTIAL CORRELATION: A TYPOGRAPHICAL

A DETAILED DESCRIPTION OF THE DISCREPANCY IN FORMULAS FOR THE STANDARD ERROR OF THE DIFFERENCE BETWEEN A RAW AND PARTIAL CORRELATION: A TYPOGRAPHICAL Olkin and Finn Discepancy A DETAILED DESCRIPTION OF THE DISCREPANCY IN FORMULAS FOR THE STANDARD ERROR OF THE DIFFERENCE BETWEEN A RAW AND PARTIAL CORRELATION: A TYPOGRAPHICAL ERROR IN OLKIN AND FINN (995

More information

F-IF Logistic Growth Model, Abstract Version

F-IF Logistic Growth Model, Abstract Version F-IF Logistic Gowth Model, Abstact Vesion Alignments to Content Standads: F-IFB4 Task An impotant example of a model often used in biology o ecology to model population gowth is called the logistic gowth

More information

GENERAL NOTES FOR THE YODOCK 2001M WITH STEEL RAIL KIT DESIGN NOTES FOR THE YODOCK 2001M WITH STEEL RAIL KIT 1.

GENERAL NOTES FOR THE YODOCK 2001M WITH STEEL RAIL KIT DESIGN NOTES FOR THE YODOCK 2001M WITH STEEL RAIL KIT 1. GENEAL NOTES FO THE YODOCK 2001M WITH STEEL AIL KIT 1. 2. 3. 4. 5. 6. 7. 8. 9. THE LONGITUDINAL TAFFIC BAIE SYSTEMS PESENTED ON THIS STANDAD DAWING (INDEX) AND THE LABEL YODOCK AE POPIETAY DESIGNS BY YODOCK

More information

On the integration of the equations of hydrodynamics

On the integration of the equations of hydrodynamics Uebe die Integation de hydodynamischen Gleichungen J f eine u angew Math 56 (859) -0 On the integation of the equations of hydodynamics (By A Clebsch at Calsuhe) Tanslated by D H Delphenich In a pevious

More information

GENERAL NOTES FOR THE YODOCK 2001 WITH STEEL RAIL KIT DESIGN NOTES FOR THE YODOCK 2001 WITH STEEL RAIL KIT

GENERAL NOTES FOR THE YODOCK 2001 WITH STEEL RAIL KIT DESIGN NOTES FOR THE YODOCK 2001 WITH STEEL RAIL KIT GENEAL NOTES FO THE YODOCK 2001 WITH STEEL AIL KIT 1. 2. 3. 4. 5. 6. 7. 8. THE LONGITUDINAL TAFFIC BAIE SYSTEMS PESENTED ON THIS STANDAD DAWING (INDEX) AND THE LABEL YODOCK AE POPIETAY DESIGNS BY THE YODOCK

More information

Application of Parseval s Theorem on Evaluating Some Definite Integrals

Application of Parseval s Theorem on Evaluating Some Definite Integrals Tukish Jounal of Analysis and Numbe Theoy, 4, Vol., No., -5 Available online at http://pubs.sciepub.com/tjant/// Science and Education Publishing DOI:.69/tjant--- Application of Paseval s Theoem on Evaluating

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

Why Professor Richard Feynman was upset solving the Laplace equation for spherical waves? Anzor A. Khelashvili a)

Why Professor Richard Feynman was upset solving the Laplace equation for spherical waves? Anzor A. Khelashvili a) Why Pofesso Richad Feynman was upset solving the Laplace equation fo spheical waves? Anzo A. Khelashvili a) Institute of High Enegy Physics, Iv. Javakhishvili Tbilisi State Univesity, Univesity St. 9,

More information

FUSE Fusion Utility Sequence Estimator

FUSE Fusion Utility Sequence Estimator FUSE Fusion Utility Sequence Estimato Belu V. Dasaathy Dynetics, Inc. P. O. Box 5500 Huntsville, AL 3584-5500 belu.d@dynetics.com Sean D. Townsend Dynetics, Inc. P. O. Box 5500 Huntsville, AL 3584-5500

More information

Physics 121 Hour Exam #5 Solution

Physics 121 Hour Exam #5 Solution Physics 2 Hou xam # Solution This exam consists of a five poblems on five pages. Point values ae given with each poblem. They add up to 99 points; you will get fee point to make a total of. In any given

More information

Light Time Delay and Apparent Position

Light Time Delay and Apparent Position Light Time Delay and ppaent Position nalytical Gaphics, Inc. www.agi.com info@agi.com 610.981.8000 800.220.4785 Contents Intoduction... 3 Computing Light Time Delay... 3 Tansmission fom to... 4 Reception

More information

A Hartree-Fock Example Using Helium

A Hartree-Fock Example Using Helium Univesity of Connecticut DigitalCommons@UConn Chemisty Education Mateials Depatment of Chemisty June 6 A Hatee-Fock Example Using Helium Cal W. David Univesity of Connecticut, Cal.David@uconn.edu Follow

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

The Persistence of Most Probable Explanations in Bayesian Networks

The Persistence of Most Probable Explanations in Bayesian Networks EAI 2014 T. Schaub et al. (Eds.) 2014 The Authos and IOS Pess. This aticle is published online with Open Access by IOS Pess and distibuted unde the tems of the eative ommons Attibution Non-ommecial License.

More information

Conservation of Angular Momentum

Conservation of Angular Momentum 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 0 1 1 1 1 1 1 1 Consevation of Angula Momentum Pupose: To investigate consevation of angula momentum by diectly measuing the moment of inetia and angula velocities

More information

HOW TO TEACH THE FUNDAMENTALS OF INFORMATION SCIENCE, CODING, DECODING AND NUMBER SYSTEMS?

HOW TO TEACH THE FUNDAMENTALS OF INFORMATION SCIENCE, CODING, DECODING AND NUMBER SYSTEMS? 6th INTERNATIONAL MULTIDISCIPLINARY CONFERENCE HOW TO TEACH THE FUNDAMENTALS OF INFORMATION SCIENCE, CODING, DECODING AND NUMBER SYSTEMS? Cecília Sitkuné Göömbei College of Nyíegyháza Hungay Abstact: The

More information

CALCULUS II Vectors. Paul Dawkins

CALCULUS II Vectors. Paul Dawkins CALCULUS II Vectos Paul Dawkins Table of Contents Peface... ii Vectos... 3 Intoduction... 3 Vectos The Basics... 4 Vecto Aithmetic... 8 Dot Poduct... 13 Coss Poduct... 21 2007 Paul Dawkins i http://tutoial.math.lama.edu/tems.aspx

More information

Markscheme May 2017 Calculus Higher level Paper 3

Markscheme May 2017 Calculus Higher level Paper 3 M7/5/MATHL/HP3/ENG/TZ0/SE/M Makscheme May 07 Calculus Highe level Pape 3 pages M7/5/MATHL/HP3/ENG/TZ0/SE/M This makscheme is the popety of the Intenational Baccalaueate and must not be epoduced o distibuted

More information

The Chromatic Villainy of Complete Multipartite Graphs

The Chromatic Villainy of Complete Multipartite Graphs Rocheste Institute of Technology RIT Schola Wos Theses Thesis/Dissetation Collections 8--08 The Chomatic Villainy of Complete Multipatite Gaphs Anna Raleigh an9@it.edu Follow this and additional wos at:

More information

CERFACS 42 av. Gaspard Coriolis, Toulouse, Cedex 1, France. Available at Date: April 2, 2008.

CERFACS 42 av. Gaspard Coriolis, Toulouse, Cedex 1, France. Available at   Date: April 2, 2008. ON THE BLOCK TRIANGULAR FORM OF SYMMETRIC MATRICES IAIN S. DUFF and BORA UÇAR Technical Repot: No: TR/PA/08/26 CERFACS 42 av. Gaspad Coiolis, 31057 Toulouse, Cedex 1, Fance. Available at http://www.cefacs.f/algo/epots/

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

( ) [ ] [ ] [ ] δf φ = F φ+δφ F. xdx.

( ) [ ] [ ] [ ] δf φ = F φ+δφ F. xdx. 9. LAGRANGIAN OF THE ELECTROMAGNETIC FIELD In the pevious section the Lagangian and Hamiltonian of an ensemble of point paticles was developed. This appoach is based on a qt. This discete fomulation can

More information

MATHEMATICS GRADE 12 SESSION 38 (LEARNER NOTES)

MATHEMATICS GRADE 12 SESSION 38 (LEARNER NOTES) EXAM PREPARATION PAPER (A) Leane Note: In this session you will be given the oppotunity to wok on a past examination pape (Feb/Ma 010 DoE Pape ). The pape consists of 1 questions. Question 1, and will

More information

Duality between Statical and Kinematical Engineering Systems

Duality between Statical and Kinematical Engineering Systems Pape 00, Civil-Comp Ltd., Stiling, Scotland Poceedings of the Sixth Intenational Confeence on Computational Stuctues Technology, B.H.V. Topping and Z. Bittna (Editos), Civil-Comp Pess, Stiling, Scotland.

More information

How to Obtain Desirable Transfer Functions in MIMO Systems Under Internal Stability Using Open and Closed Loop Control

How to Obtain Desirable Transfer Functions in MIMO Systems Under Internal Stability Using Open and Closed Loop Control How to Obtain Desiable ansfe Functions in MIMO Sstems Unde Intenal Stabilit Using Open and losed Loop ontol echnical Repot of the ISIS Goup at the Univesit of Note Dame ISIS-03-006 June, 03 Panos J. Antsaklis

More information

(a) Unde zeo-bias conditions, thee ae no lled states on one side of the junction which ae at the same enegy as the empty allowed states on the othe si

(a) Unde zeo-bias conditions, thee ae no lled states on one side of the junction which ae at the same enegy as the empty allowed states on the othe si 1 Esaki Diode hen the concentation of impuity atoms in a pn-diode is vey high, the depletion laye width is educed to about 1 nm. Classically, a caie must have an enegy at least equal to the potential-baie

More information

Web-based Supplementary Materials for. Controlling False Discoveries in Multidimensional Directional Decisions, with

Web-based Supplementary Materials for. Controlling False Discoveries in Multidimensional Directional Decisions, with Web-based Supplementay Mateials fo Contolling False Discoveies in Multidimensional Diectional Decisions, with Applications to Gene Expession Data on Odeed Categoies Wenge Guo Biostatistics Banch, National

More information

APPLICATION OF MAC IN THE FREQUENCY DOMAIN

APPLICATION OF MAC IN THE FREQUENCY DOMAIN PPLICION OF MC IN HE FREQUENCY DOMIN D. Fotsch and D. J. Ewins Dynamics Section, Mechanical Engineeing Depatment Impeial College of Science, echnology and Medicine London SW7 2B, United Kingdom BSRC he

More information

Fractional Zero Forcing via Three-color Forcing Games

Fractional Zero Forcing via Three-color Forcing Games Factional Zeo Focing via Thee-colo Focing Games Leslie Hogben Kevin F. Palmowski David E. Robeson Michael Young May 13, 2015 Abstact An -fold analogue of the positive semidefinite zeo focing pocess that

More information

Encapsulation theory: the transformation equations of absolute information hiding.

Encapsulation theory: the transformation equations of absolute information hiding. 1 Encapsulation theoy: the tansfomation equations of absolute infomation hiding. Edmund Kiwan * www.edmundkiwan.com Abstact This pape descibes how the potential coupling of a set vaies as the set is tansfomed,

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

Physics 2A Chapter 10 - Moment of Inertia Fall 2018

Physics 2A Chapter 10 - Moment of Inertia Fall 2018 Physics Chapte 0 - oment of netia Fall 08 The moment of inetia of a otating object is a measue of its otational inetia in the same way that the mass of an object is a measue of its inetia fo linea motion.

More information

2. The Munich chain ladder method

2. The Munich chain ladder method ntoduction ootstapping has become vey popula in stochastic claims eseving because of the simplicity and flexibility of the appoach One of the main easons fo this is the ease with which it can be implemented

More information

Physics 2B Chapter 22 Notes - Magnetic Field Spring 2018

Physics 2B Chapter 22 Notes - Magnetic Field Spring 2018 Physics B Chapte Notes - Magnetic Field Sping 018 Magnetic Field fom a Long Staight Cuent-Caying Wie In Chapte 11 we looked at Isaac Newton s Law of Gavitation, which established that a gavitational field

More information

Homework 7 Solutions

Homework 7 Solutions Homewok 7 olutions Phys 4 Octobe 3, 208. Let s talk about a space monkey. As the space monkey is oiginally obiting in a cicula obit and is massive, its tajectoy satisfies m mon 2 G m mon + L 2 2m mon 2

More information

Pearson s Chi-Square Test Modifications for Comparison of Unweighted and Weighted Histograms and Two Weighted Histograms

Pearson s Chi-Square Test Modifications for Comparison of Unweighted and Weighted Histograms and Two Weighted Histograms Peason s Chi-Squae Test Modifications fo Compaison of Unweighted and Weighted Histogams and Two Weighted Histogams Univesity of Akueyi, Bogi, v/noduslód, IS-6 Akueyi, Iceland E-mail: nikolai@unak.is Two

More information

Multiple Criteria Secretary Problem: A New Approach

Multiple Criteria Secretary Problem: A New Approach J. Stat. Appl. Po. 3, o., 9-38 (04 9 Jounal of Statistics Applications & Pobability An Intenational Jounal http://dx.doi.og/0.785/jsap/0303 Multiple Citeia Secetay Poblem: A ew Appoach Alaka Padhye, and

More information

Multihop MIMO Relay Networks with ARQ

Multihop MIMO Relay Networks with ARQ Multihop MIMO Relay Netwoks with ARQ Yao Xie Deniz Gündüz Andea Goldsmith Depatment of Electical Engineeing Stanfod Univesity Stanfod CA Depatment of Electical Engineeing Pinceton Univesity Pinceton NJ

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

Chapter 5 Force and Motion

Chapter 5 Force and Motion Chapte 5 Foce and Motion In Chaptes 2 and 4 we have studied kinematics, i.e., we descibed the motion of objects using paametes such as the position vecto, velocity, and acceleation without any insights

More information

LINEAR AND NONLINEAR ANALYSES OF A WIND-TUNNEL BALANCE

LINEAR AND NONLINEAR ANALYSES OF A WIND-TUNNEL BALANCE LINEAR AND NONLINEAR ANALYSES O A WIND-TUNNEL INTRODUCTION BALANCE R. Kakehabadi and R. D. Rhew NASA LaRC, Hampton, VA The NASA Langley Reseach Cente (LaRC) has been designing stain-gauge balances fo utilization

More information

Chapter 5 Force and Motion

Chapter 5 Force and Motion Chapte 5 Foce and Motion In chaptes 2 and 4 we have studied kinematics i.e. descibed the motion of objects using paametes such as the position vecto, velocity and acceleation without any insights as to

More information

Computers and Mathematics with Applications

Computers and Mathematics with Applications Computes and Mathematics with Applications 58 (009) 9 7 Contents lists available at ScienceDiect Computes and Mathematics with Applications jounal homepage: www.elsevie.com/locate/camwa Bi-citeia single

More information

TUTORIAL 9. Static magnetic field

TUTORIAL 9. Static magnetic field TUTOIAL 9 Static magnetic field Vecto magnetic potential Null Identity % & %$ A # Fist postulation # " B such that: Vecto magnetic potential Vecto Poisson s equation The solution is: " Substitute it into

More information

Geometry of the homogeneous and isotropic spaces

Geometry of the homogeneous and isotropic spaces Geomety of the homogeneous and isotopic spaces H. Sonoda Septembe 2000; last evised Octobe 2009 Abstact We summaize the aspects of the geomety of the homogeneous and isotopic spaces which ae most elevant

More information

Internet Appendix for A Bayesian Approach to Real Options: The Case of Distinguishing Between Temporary and Permanent Shocks

Internet Appendix for A Bayesian Approach to Real Options: The Case of Distinguishing Between Temporary and Permanent Shocks Intenet Appendix fo A Bayesian Appoach to Real Options: The Case of Distinguishing Between Tempoay and Pemanent Shocks Steven R. Genadie Gaduate School of Business, Stanfod Univesity Andey Malenko Gaduate

More information

r cos, and y r sin with the origin of coordinate system located at

r cos, and y r sin with the origin of coordinate system located at Lectue 3-3 Kinematics of Rotation Duing ou peious lectues we hae consideed diffeent examples of motion in one and seeal dimensions. But in each case the moing object was consideed as a paticle-like object,

More information

Petri-Net Based Binary Integer Programs for Automatic Synthesis of Batch Operating Procedures

Petri-Net Based Binary Integer Programs for Automatic Synthesis of Batch Operating Procedures Ind. Eng. Chem. Res. 2007, 46, 2797-2813 2797 Peti-Net Based Binay Intege Pogams fo Automatic Synthesis of Batch peating Pocedues Jeng-Wen Lai, Chuei-Tin Chang,* and Shyh-Hong Hwang Depatment of Chemical

More information

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Physics Department. Problem Set 10 Solutions. r s

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Physics Department. Problem Set 10 Solutions. r s MASSACHUSETTS INSTITUTE OF TECHNOLOGY Physics Depatment Physics 8.033 Decembe 5, 003 Poblem Set 10 Solutions Poblem 1 M s y x test paticle The figue above depicts the geomety of the poblem. The position

More information

Review: Electrostatics and Magnetostatics

Review: Electrostatics and Magnetostatics Review: Electostatics and Magnetostatics In the static egime, electomagnetic quantities do not vay as a function of time. We have two main cases: ELECTROSTATICS The electic chages do not change postion

More information

2018 Physics. Advanced Higher. Finalised Marking Instructions

2018 Physics. Advanced Higher. Finalised Marking Instructions National Qualifications 018 018 Physics Advanced Highe Finalised Making Instuctions Scottish Qualifications Authoity 018 The infomation in this publication may be epoduced to suppot SQA qualifications

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

Experiment I Voltage Variation and Control

Experiment I Voltage Variation and Control ELE303 Electicity Netwoks Expeiment I oltage aiation and ontol Objective To demonstate that the voltage diffeence between the sending end of a tansmission line and the load o eceiving end depends mainly

More information

General Solution of EM Wave Propagation in Anisotropic Media

General Solution of EM Wave Propagation in Anisotropic Media Jounal of the Koean Physical Society, Vol. 57, No. 1, July 2010, pp. 55 60 Geneal Solution of EM Wave Popagation in Anisotopic Media Jinyoung Lee Electical and Electonic Engineeing Depatment, Koea Advanced

More information

Rotor Blade Performance Analysis with Blade Element Momentum Theory

Rotor Blade Performance Analysis with Blade Element Momentum Theory Available online at www.sciencediect.com ScienceDiect Enegy Pocedia 5 (7 ) 3 9 The 8 th Intenational Confeence on Applied Enegy ICAE6 Roto Blade Pefomance Analysis with Blade Element Momentum Theoy Faisal

More information

Using Laplace Transform to Evaluate Improper Integrals Chii-Huei Yu

Using Laplace Transform to Evaluate Improper Integrals Chii-Huei Yu Available at https://edupediapublicationsog/jounals Volume 3 Issue 4 Febuay 216 Using Laplace Tansfom to Evaluate Impope Integals Chii-Huei Yu Depatment of Infomation Technology, Nan Jeon Univesity of

More information

INTRODUCTION. 2. Vectors in Physics 1

INTRODUCTION. 2. Vectors in Physics 1 INTRODUCTION Vectos ae used in physics to extend the study of motion fom one dimension to two dimensions Vectos ae indispensable when a physical quantity has a diection associated with it As an example,

More information

THE JEU DE TAQUIN ON THE SHIFTED RIM HOOK TABLEAUX. Jaejin Lee

THE JEU DE TAQUIN ON THE SHIFTED RIM HOOK TABLEAUX. Jaejin Lee Koean J. Math. 23 (2015), No. 3, pp. 427 438 http://dx.doi.og/10.11568/kjm.2015.23.3.427 THE JEU DE TAQUIN ON THE SHIFTED RIM HOOK TABLEAUX Jaejin Lee Abstact. The Schensted algoithm fist descibed by Robinson

More information

ASTR415: Problem Set #6

ASTR415: Problem Set #6 ASTR45: Poblem Set #6 Cuan D. Muhlbege Univesity of Mayland (Dated: May 7, 27) Using existing implementations of the leapfog and Runge-Kutta methods fo solving coupled odinay diffeential equations, seveal

More information

Chapter 5 Linear Equations: Basic Theory and Practice

Chapter 5 Linear Equations: Basic Theory and Practice Chapte 5 inea Equations: Basic Theoy and actice In this chapte and the next, we ae inteested in the linea algebaic equation AX = b, (5-1) whee A is an m n matix, X is an n 1 vecto to be solved fo, and

More information

Unobserved Correlation in Ascending Auctions: Example And Extensions

Unobserved Correlation in Ascending Auctions: Example And Extensions Unobseved Coelation in Ascending Auctions: Example And Extensions Daniel Quint Univesity of Wisconsin Novembe 2009 Intoduction In pivate-value ascending auctions, the winning bidde s willingness to pay

More information

7.2. Coulomb s Law. The Electric Force

7.2. Coulomb s Law. The Electric Force Coulomb s aw Recall that chaged objects attact some objects and epel othes at a distance, without making any contact with those objects Electic foce,, o the foce acting between two chaged objects, is somewhat

More information

Key Establishment Protocols. Cryptography CS 507 Erkay Savas Sabanci University

Key Establishment Protocols. Cryptography CS 507 Erkay Savas Sabanci University Key Establishment Potocols Cyptogaphy CS 507 Ekay Savas Sabanci Univesity ekays@sabanciuniv.edu Key distibution poblem Secuity of the keys Even if the cyptogaphic algoithms & potocols ae cyptogaphically

More information

Introduction to Nuclear Forces

Introduction to Nuclear Forces Intoduction to Nuclea Foces One of the main poblems of nuclea physics is to find out the natue of nuclea foces. Nuclea foces diffe fom all othe known types of foces. They cannot be of electical oigin since

More information

To Feel a Force Chapter 7 Static equilibrium - torque and friction

To Feel a Force Chapter 7 Static equilibrium - torque and friction To eel a oce Chapte 7 Chapte 7: Static fiction, toque and static equilibium A. Review of foce vectos Between the eath and a small mass, gavitational foces of equal magnitude and opposite diection act on

More information

Nuclear size corrections to the energy levels of single-electron atoms

Nuclear size corrections to the energy levels of single-electron atoms Nuclea size coections to the enegy levels of single-electon atoms Babak Nadii Nii a eseach Institute fo Astonomy and Astophysics of Maagha (IAAM IAN P. O. Box: 554-44. Abstact A study is made of nuclea

More information

I. SUMMARY OF CHANGES:

I. SUMMARY OF CHANGES: CMS Manual System Pub 100-04 Medicare Claims Processing Department of Health & Human Services (DHHS) Centers for Medicare & Medicaid Services (CMS) Transmittal 2072 Date: October 22, 2010 Change Request

More information

4/18/2005. Statistical Learning Theory

4/18/2005. Statistical Learning Theory Statistical Leaning Theoy Statistical Leaning Theoy A model of supevised leaning consists of: a Envionment - Supplying a vecto x with a fixed but unknown pdf F x (x b Teache. It povides a desied esponse

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

arxiv: v1 [physics.pop-ph] 3 Jun 2013

arxiv: v1 [physics.pop-ph] 3 Jun 2013 A note on the electostatic enegy of two point chages axiv:1306.0401v1 [physics.pop-ph] 3 Jun 013 A C Tot Instituto de Física Univesidade Fedeal do io de Janeio Caixa Postal 68.58; CEP 1941-97 io de Janeio,

More information

COMPUTATIONS OF ELECTROMAGNETIC FIELDS RADIATED FROM COMPLEX LIGHTNING CHANNELS

COMPUTATIONS OF ELECTROMAGNETIC FIELDS RADIATED FROM COMPLEX LIGHTNING CHANNELS Pogess In Electomagnetics Reseach, PIER 73, 93 105, 2007 COMPUTATIONS OF ELECTROMAGNETIC FIELDS RADIATED FROM COMPLEX LIGHTNING CHANNELS T.-X. Song, Y.-H. Liu, and J.-M. Xiong School of Mechanical Engineeing

More information

Physics 235 Chapter 5. Chapter 5 Gravitation

Physics 235 Chapter 5. Chapter 5 Gravitation Chapte 5 Gavitation In this Chapte we will eview the popeties of the gavitational foce. The gavitational foce has been discussed in geat detail in you intoductoy physics couses, and we will pimaily focus

More information

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Physics Department Physics 8.07: Electromagnetism II September 15, 2012 Prof. Alan Guth PROBLEM SET 2

MASSACHUSETTS INSTITUTE OF TECHNOLOGY Physics Department Physics 8.07: Electromagnetism II September 15, 2012 Prof. Alan Guth PROBLEM SET 2 MASSACHUSETTS INSTITUTE OF TECHNOLOGY Physics Depatment Physics 8.07: Electomagnetism II Septembe 5, 202 Pof. Alan Guth PROBLEM SET 2 DUE DATE: Monday, Septembe 24, 202. Eithe hand it in at the lectue,

More information

PHYS 110B - HW #7 Spring 2004, Solutions by David Pace Any referenced equations are from Griffiths Problem statements are paraphrased

PHYS 110B - HW #7 Spring 2004, Solutions by David Pace Any referenced equations are from Griffiths Problem statements are paraphrased PHYS 0B - HW #7 Sping 2004, Solutions by David Pace Any efeenced euations ae fom Giffiths Poblem statements ae paaphased. Poblem 0.3 fom Giffiths A point chage,, moves in a loop of adius a. At time t 0

More information

Optimum Settings of Process Mean, Economic Order Quantity, and Commission Fee

Optimum Settings of Process Mean, Economic Order Quantity, and Commission Fee Jounal of Applied Science and Engineeing, Vol. 15, No. 4, pp. 343 352 (2012 343 Optiu Settings of Pocess Mean, Econoic Ode Quantity, and Coission Fee Chung-Ho Chen 1 *, Chao-Yu Chou 2 and Wei-Chen Lee

More information

Chapter 1: Introduction to Polar Coordinates

Chapter 1: Introduction to Polar Coordinates Habeman MTH Section III: ola Coodinates and Comple Numbes Chapte : Intoduction to ola Coodinates We ae all comfotable using ectangula (i.e., Catesian coodinates to descibe points on the plane. Fo eample,

More information

Determining solar characteristics using planetary data

Determining solar characteristics using planetary data Detemining sola chaacteistics using planetay data Intoduction The Sun is a G-type main sequence sta at the cente of the Sola System aound which the planets, including ou Eath, obit. In this investigation

More information

Stanford University CS259Q: Quantum Computing Handout 8 Luca Trevisan October 18, 2012

Stanford University CS259Q: Quantum Computing Handout 8 Luca Trevisan October 18, 2012 Stanfod Univesity CS59Q: Quantum Computing Handout 8 Luca Tevisan Octobe 8, 0 Lectue 8 In which we use the quantum Fouie tansfom to solve the peiod-finding poblem. The Peiod Finding Poblem Let f : {0,...,

More information

KR- 21 FOR FORMULA SCORED TESTS WITH. Robert L. Linn, Robert F. Boldt, Ronald L. Flaugher, and Donald A. Rock

KR- 21 FOR FORMULA SCORED TESTS WITH. Robert L. Linn, Robert F. Boldt, Ronald L. Flaugher, and Donald A. Rock RB-66-4D ~ E S [ B A U R L C L Ii E TI KR- 21 FOR FORMULA SCORED TESTS WITH OMITS SCORED AS WRONG Robet L. Linn, Robet F. Boldt, Ronald L. Flaughe, and Donald A. Rock N This Bulletin is a daft fo inteoffice

More information

AP Physics C: Electricity and Magnetism 2003 Scoring Guidelines

AP Physics C: Electricity and Magnetism 2003 Scoring Guidelines AP Physics C: Electicity and Magnetism 3 Scoing Guidelines The mateials included in these files ae intended fo use by AP teaches fo couse and exam pepaation; pemission fo any othe use must be sought fom

More information

Basic Bridge Circuits

Basic Bridge Circuits AN7 Datafoth Copoation Page of 6 DID YOU KNOW? Samuel Hunte Chistie (784-865) was bon in London the son of James Chistie, who founded Chistie's Fine At Auctionees. Samuel studied mathematics at Tinity

More information

DonnishJournals

DonnishJournals DonnishJounals 041-1189 Donnish Jounal of Educational Reseach and Reviews. Vol 1(1) pp. 01-017 Novembe, 014. http:///dje Copyight 014 Donnish Jounals Oiginal Reseach Pape Vecto Analysis Using MAXIMA Savaş

More information

2 x 8 2 x 2 SKILLS Determine whether the given value is a solution of the. equation. (a) x 2 (b) x 4. (a) x 2 (b) x 4 (a) x 4 (b) x 8

2 x 8 2 x 2 SKILLS Determine whether the given value is a solution of the. equation. (a) x 2 (b) x 4. (a) x 2 (b) x 4 (a) x 4 (b) x 8 5 CHAPTER Fundamentals When solving equations that involve absolute values, we usually take cases. EXAMPLE An Absolute Value Equation Solve the equation 0 x 5 0 3. SOLUTION By the definition of absolute

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

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

Lecture 8 - Gauss s Law

Lecture 8 - Gauss s Law Lectue 8 - Gauss s Law A Puzzle... Example Calculate the potential enegy, pe ion, fo an infinite 1D ionic cystal with sepaation a; that is, a ow of equally spaced chages of magnitude e and altenating sign.

More information

On the Quasi-inverse of a Non-square Matrix: An Infinite Solution

On the Quasi-inverse of a Non-square Matrix: An Infinite Solution Applied Mathematical Sciences, Vol 11, 2017, no 27, 1337-1351 HIKARI Ltd, wwwm-hikaicom https://doiog/1012988/ams20177273 On the Quasi-invese of a Non-squae Matix: An Infinite Solution Ruben D Codeo J

More information

9.1 POLAR COORDINATES

9.1 POLAR COORDINATES 9. Pola Coodinates Contempoay Calculus 9. POLAR COORDINATES The ectangula coodinate system is immensely useful, but it is not the only way to assign an addess to a point in the plane and sometimes it is

More information

Power efficiency and optimum load formulas on RF rectifiers featuring flow-angle equations

Power efficiency and optimum load formulas on RF rectifiers featuring flow-angle equations LETTE IEICE Electonics Expess, Vol.10, No.11, 1 9 Powe efficiency and optimum load fomulas on F ectifies featuing flow-angle equations Takashi Ohia a) Toyohashi Univesity of Technology, 1 1 Hibaigaoka,

More information