YORK UNIVERSITY Department of Economics



Similar documents
Introduction to Macroeconomics (ECON 20B) Spring 2016

McMaster University Department of Economics ECONOMICS 2HH3 Intermediate Macroeconomics II COURSE OUTLINE Summer Section Day Time Location

GEORGE MASON UNIVERSITY. INVESTMENT AND THE MACRO ECONOMY (ITRN , Fall 2015, correct to 27 August 2015)

Economics 202 (Section 05) Macroeconomic Theory 1. Syllabus Professor Sanjay Chugh Fall 2013

Economics Introductory Economics: Macroeconomics Spring 2014

Syllabus MAC1105 College Algebra

Developmental Student Success in Courses from College Algebra to Calculus

Week 2: Exponential Functions

Representation of functions as power series

Napa Valley College Fall 2015 Math : College Algebra (Prerequisite: Math 94/Intermediate Alg.)

Preparation course MSc Business & Econonomics- Macroeconomics: Introduction & Concepts

36 CHAPTER 1. LIMITS AND CONTINUITY. Figure 1.17: At which points is f not continuous?

A. GDP, Economic Growth, and Business Cycles

Lecture 1 - Overview

SYLLABUS Fall 2013 MATH 115 ELEMENTARY STATISTICS. Class Section Name (on WileyPlus):

MATH 2103 Business Calculus Oklahoma State University HONORS Spring 2015 Instructor: Dr. Melissa Mills 517 Math Sciences

NORTHWESTERN UNIVERSITY Department of Statistics. Fall 2012 Statistics 210 Professor Savage INTRODUCTORY STATISTICS FOR THE SOCIAL SCIENCES

Macroeconomics, Fall 2007 Exam 3, TTh classes, various versions

Ch.6 Aggregate Supply, Wages, Prices, and Unemployment

Maximum Likelihood Estimation

PART A: For each worker, determine that worker's marginal product of labor.

College Algebra MATH 1111/11

Spring 2015: Gordon State College. Barnesville, GA Online Course: Econ 2106 Microeconomics. Course Meeting Time and Location: Internet (D2L)

MATH 10: Elementary Statistics and Probability Chapter 5: Continuous Random Variables

MOS 2277a- Personal Financial Planning Course Outline: Section 002 / Fall 2014

BUSSTAT 207 Introduction to Business Statistics Fall 2015

ECON 1000 V Introduction to Economics 2011 Summer

Masters Programs Course Syllabus

Extra Problems #3. ECON Macroeconomic Theory Spring 2010 Instructor: Guangyi Ma. Notice:

CHAPTER 7: AGGREGATE DEMAND AND AGGREGATE SUPPLY

Agenda. The IS-LM/AD-AS Model: A General Framework for Macroeconomic Analysis, Part 3. Disequilibrium in the AD-AS model

Math 115 Spring 2011 Written Homework 5 Solutions

Fall 2007 FIN 3403 Financial Management Fully Online Section: RVC Class Number: 85514

Financial Optimization ISE 347/447. Preliminaries. Dr. Ted Ralphs

The University of Akron Department of Mathematics. 3450: COLLEGE ALGEBRA 4 credits Spring 2015

chapter >> First Principles Section 1: Individual Choice: The Core of Economics

ECONOMICS 1101 (formerly ECON 2201) PRINCIPLES OF MICROECONOMICS

CITRUS COMMUNITY COLLEGE DISTRICT CREDIT COURSE OUTLINE

SUFFOLK COMMUNITY COLLEGE MATHEMATICS AND COMPUTER SCIENCE DEPARTMENT STUDENT COURSE OUTLINE Summer 2014

SYLLABUS (MA 105-QL)

EWHA WOMANS UNIVERSITY

Chemistry 511 Inorganic Chemistry Fall 2004 KEEP THIS SYLLABUS FOR FUTURE REFERENCE

Management Science 250: Mathematical Methods for Business Analysis Three Semester Hours

RYERSON UNIVERSITY Ted Rogers School of Information Technology Management And G. Raymond Chang School of Continuing Education

IVY TECH COMMUNITY COLLEGE REGION 03 SYLLABUS MATH 136: COLLEGE ALGEBRA SUMMER Instructor: Jack Caster Telephone: ext.

MATH 2412 PRECALCULUS SPRING 2015 Synonym 26044, Section 011 MW 12:00-1:45, EVC 8106

MATHEMATICAL TOOLS FOR ECONOMICS ECON FALL 2011

Strategies for Winning at Math. Student Success Workshop

Spring 2016 Undergraduate Accounting Major Handbook

Problem Set #4: Aggregate Supply and Aggregate Demand Econ 100B: Intermediate Macroeconomics

Categorical Data Analysis

Econ 303: Intermediate Macroeconomics I Dr. Sauer Sample Questions for Exam #3

STAT 1403 College Algebra Dr. Myron Rigsby Fall 2013 Section 0V2 crn 457 MWF 9:00 am

Ordinary Differential Equations

Lecture L3 - Vectors, Matrices and Coordinate Transformations

Unified Lecture # 4 Vectors

Part A of the Syllabus

McMaster University Department of Economics Economics 2GG3 Intermediate Microeconomics II Spring, 2016

INSTRUCTION AT FSU THE FLORIDA STATE UNIVERSITY OFFICE OF DISTANCE LEARNING. A Guide to Teaching and Learning Practices

MAKING FRIENDS WITH MATH

Central COLLEGE Department of Mathematics COURSE SYLLABUS. MATH 0308: Fundamentals of Math II

Advanced Psychological Statistics I. PSYX 520 Autumn 2015

Math 35 Section Spring Class meetings: 6 Saturdays 9:00AM-11:30AM (on the following dates: 2/22, 3/8, 3/29, 5/3, 5/24, 6/7)

The course is worth THREE college Credits. A Reading and Assignment Calendar will be provided to the class early in the semester.

4. How many integers between 2004 and 4002 are perfect squares?

1. COURSE DESCRIPTION

Chapter 13. Aggregate Demand and Aggregate Supply Analysis

Math: Study Skills, Note Taking Skills, And Test Taking Strategies

MATHEMATICS PLACEMENT

Chapter 7: Classical-Keynesian Controversy John Petroff

UNIVERSITY OF MARYLAND MONEY AND BANKING Economics 330 Fall 2015

Syllabus for ECON 106G Introduction to Game Theory. Spring 2014, Department of Economics UCLA

Real Business Cycle Theory. Marco Di Pietro Advanced () Monetary Economics and Policy 1 / 35

Social Marketing. MGT 3250Y Fall 2013 Fridays 6:00 8:50 p.m. Room: S4037.

Cabot School... transforming education for 21st century learners

Winter 2016 MATH 631 Online University of Waterloo


North Arkansas College Student Course Syllabus Spring 2015

Sequences, series, and multivariable calculus M408D

AGEC 448 AGEC 601 AGRICULTURAL COMMODITY FUTURES COMMODITY FUTURES & OPTIONS MARKETS SYLLABUS SPRING 2014 SCHEDULE

UG Course Outline EC1101: Principles of Economics 2015/16

CE 401 Civil Engineering Design Project, Spring :00 to 2:50 PM Monday and 2:00 to 4:50 PM Wednesday, Room 340

Income, Inflation, and Unemployment

ADVISING FAQ. I don t think I am going to get the required C- in my accounting class? What should I do?

Our development of economic theory has two main parts, consumers and producers. We will start with the consumers.

Econ 202 H01 Final Exam Spring 2005

Partial Fractions Decomposition

BADM323: Information Systems for Business Professionals SU2016 Online Course

Student Guide and Syllabus for MAT100 Introductory Algebra

6.4 Normal Distribution

INTRODUCTION (Syllabus, Numerical Methods & Computational Tools)

Using MyMathLab. Features

Welcome Tea and M.Sc.(ISE) Program Briefing 11 January 2016

Econometrics and Data Analysis I

Ordinary Differential Equations

Transcription:

YORK UNIVERSITY Department of Economics INTERMEDIATE MACROECONOMIC THEORY II ECON 2450 Section A Fall 2016 Continuously updated, this version from 12 September, 2016 Instructor: Nils-Petter (Nippe) Lagerlöf E-mail address: lagerlof@econ.yorku.ca. See also information about by email communication under o ce hours below. O ce: Vari Hall 1056 Lecture hours and location: Mondays, 4-7 pm, in CLH K O ce hours: Mondays 2-3 pm. Note that I discuss marking and grading in writing only, if at all. You may also try to send questions by email (lagerlof@econ.yorku.ca). I often reply relatively quickly if the questions are short and clearly formulated, but not always, and in particular not to repetitive or rude emails. Also you should always make use of the TA s o ce hours before seeing or emailing me (see below). Note also that the email server is down from time to time, in which case I do not reply to emails. This I cannot do anything about. It is important that you indicate your name, SID number, and the relevant course code (in this case Econ 2450) in all emails. I rarely reply if this information is missing. Teaching assistant: TBD. Teaching website: http://www.nippelagerlof.com/teaching/teaching.htm Late enrollment: I never sign any papers to let students enroll late. Math requirements: For math preparation you should look at the material on my Econ 1530 website, as I taught it in 2005 (see link above). I have also posted some a brief math overview on the 2450 website. 1

Textbook and class attendance: There is no formal or required textbook for this course. Instead, there is a set of slides, problems, and some other material, which will all be published on the course website, and might be updated and corrected as we move along. To do well in (or even pass) this course requires more than just reading the posted material. To understand what goes on you will need to attend class and take notes. While the grade depends on your performance on the midterm exams, I do record class attendance as well. Attending class is not only about learning the course material, but also about building credibility if you were to miss a midterm exam. It also helps developing professional habits for the future. Keep in mind that servers can crash, in particular in the days and nights before exams. This is another good reason to keep your own lecture notes. Many textbooks cover related material, so if you already have a textbook from an earlier course, e.g. Econ 2400, then you can browse that as we move along, if you nd it useful. In particular, over the next several semesters I plan to transition the contents of this course to partly match with Stephen Williamson s Macroeconomics (any recent edition). Many parts of that book overlap topics-wise with what I teach. However, this transition is only half-way through, and therefore the Williamson textbook is optional at this point. Instead, the slides and problems posted should give you enough material to work with, so don t go out and buy Williamson s textbook (or any other) speci cally for this course. Instead, if you nd the calculus in this course di cult, you may want to nd some old math book to practice. General course description: Due to some new decrees regarding course contents, the structure of this course is evolving and a bit in ux. Compared to earlier years, all the IS-LM material will be dropped (most of Section A in the slides and problems). A rough plan might look something as follows: Some background: the end of Section A of the slides, from Discussion Unemployment and labor markets (Section B) 2

Perfectly competitive markets (Skip Union Wage Setting) E ciency wages Intertemporal models, open economy macro (Section C) Closed economy with no production Closed economy with production Open economy with production Open economy with no production, but credit market imperfections Monetary policy (Section D) The quantity equation Price and wage setting Money and business cycles Rational expectations Dynamic consistency problems Grading scheme: There are three midterm tests all held in class. Preliminary dates for these are posted below. There is no nal exam. Therefore, concepts like deferred standing have little meaning in this course, as explained below. Let your mark on the rst midterm be M 1, the mark on the second be M 2, and the mark on the third be M 3. All these (M 1, M 2 and M 3 ) are numbers between 0 and 1 (i.e., they lie on the interval [0; 1]). The overall mark (which can be labelled the numerical grade ) is denoted W and determined by this function: W = 0:3M 1 + 0:5M 2 + 0:2M 3. 3

The (letter) grade, denoted G, is determined by the following function: 8 A+ if W 0:95 A if W 2 [0:85; 0:95) B+ if W 2 [0:75; 0:85) >< G = >: Some remarks to note: B if W 2 [0:7; 0:75) C+ if W 2 [0:65; 0:7) C if W 2 [0:55; 0:65) D+ if W 2 [0:5; 0:55) D if W 2 [0:45; 0:5) E if W 2 [0:4; 0:45) F if W < 0:4 Students who miss or do poorly on the rst midterm should be aware that this is costly, since I am reluctant to deviate from the above grading scheme by giving higher weight to the other midterms. I advice that students who are absent from, or do poorly on, the rst midterm drop the course. Exams in this course cannot be deferred. The Registrar s O ce states in writing that: 1 When students do not or cannot write a mid-term examination (not held during the formal examination period), alternate arrangements to write the mid-term examination should be made within the duration of the course by the course director and individual student at the discretion of the course director. The Deferred Standing Agreement does not apply. (Italics added.) 1 See the RO s Web site: http://www.registrar.yorku.ca/exams/deferred/index.htm 4

The second and third midterm exams cover all material taught in the course up until then (i.e., not only what has been taught since the most recent midterm). Assignments: There will be no formal assignments to hand in, but we will do problems in class that are posted on the course web site. You should make sure you at least try to solve them: it s very valuable training. Dates for the midterm exams: The three midterm exams are all held in class on these preliminary dates: 17 October, 2016 21 November, 2016 5 December, 2016 Length and format of midterms: The midterm tests are held in class and typically consist of three problems. They are about 2 hours and 15 minutes long. Material covered for the rst midterm: The rst midterm will cover the end of Section A of the slides (from Discussion, Keynesian models are old ), and all of Section B of the slides and the problems, but we skip the section on Union Wage Setting in the slides and Problem B.2. Material covered for the second midterm: The second midterm will cover all of the material that was covered for the rst midterm (see above). It will also cover all of Section C of the slides and the problems, but not Section D. Material covered for the third midterm: The third midterm will cover all of the material that was covered for the rst and second midterms (see above). It also covers the part of Section D of the slides titled Dynamic (or Time) Consistency, and Problem D.2. We skip the rest of Section D of the slides (before Dynamic Consistency), and Problem D.1. 5

We skip section E altogether. Note on academic integrity: York University publishes information online about the consequences of cheating: http://www.yorku.ca/academicintegrity/ Tips on communicating by email Below are some practical suggestions about how you can translate mathematical expressions into text that you can write in the body of a standard e-mail. Math x a x a a b a+b c+d P b i=a x i R b x i=a i Text x^{a} x_{a} a/b (a+b)/(c+d) alpha beta gamma sum from i=a to i=b of x_{i} integral from i=a to i=b of x_{i} 6