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1 Course Intro Scott Matthews 12-706 / 19-702 / 73-359 Lecture 1 - 8/29/2005
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Lecture 1: 8/29/052 Objectives Prepare you to construct, assess, and explain models to aid in public decision making Build a framework on which you can add additional courses and knowledge Understand issues of estimation, economics, uncertainty, coping with multiple parties and objectives in decision making.
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Lecture 1: 8/29/053 Scott Matthews Asst. Prof., CEE/EPP Research Director and Faculty Green Design Institute B.S. ECE/Engineering & Public Policy, M.S. Economics, PhD. Economics Research Sustainable infrastructure and green product/system design Make sure corporations understand all private and social costs of decisions.
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Lecture 1: 8/29/054 Merged Course – Economists and Engineers Seemed to work well during the past 8 years. Courses overlapped in content - need for practical decision making aids. Engineers need economic perspective; economists need an engineering (practical problem solving) perspective.
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Lecture 1: 8/29/055 Course History I’ve taught this course for 10 years 1995: Benefit-cost analysis (73-359) 1997: Merged with CEE 12-706 2005: Merged with EPP 19-702
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Lecture 1: 8/29/056 Changes Over Time I’ve gotten old. Some of you weren’t Born when the greatest Album of all time came Out! I got married and had 2 boys. Now I get no sleep I have 2 great other helpers
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Lecture 1: 8/29/057 TAs: Joe and Paulina Contact info on syllabus When should office hours be? Would an (infrequent) Friday review be helpful? When would we schedule it?
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Lecture 1: 8/29/058 Course Web Page Course web page: http://www.ce.cmu.edu/~hsm/bca2005/ http://www.ce.cmu.edu/~hsm/bca2005/ Lecture notes, problem sets and schedule
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Lecture 1: 8/29/059 Course Grade Components 5-6 Problem Sets Midterm Quiz Final Examination Several Group Projects (grad students) Participation: Borderline cases (I will learn all names)
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Lecture 1: 8/29/0510 Text and Handouts Campbell and Brown “BCA with spreadsheets” (aka Campbell) Clemen and Reilly “Making Hard Decisions” (aka Clemen) Lecture notes- available on web page. Application cases. Miscellaneous: articles, problems, etc.
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Lecture 1: 8/29/0511 Graduate Course “Rules” Students do readings in advance I supplement reading with discussion and examples I do not re-lecture what you’ve read Class time will be mostly spent on applications and demos Should reconsider if not comfortable
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Lecture 1: 8/29/0512 Cheating / etc. Guidelines I will not tolerate it The whole point of this class is to teach you how to build your own models and use them Stealing what others have done, aside from being against policy, undermines the purpose of the course If you use external sources to help you build models, make sure you cite them
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Lecture 1: 8/29/0513 Application Areas Methods and techniques are general. Emphasize environmental / civil systems investment and pricing applications as examples. Ports, roadways, transit systems. Air and water pollution Water and wastewater systems. Public, private and mixed investment/finance decisions (e.g. Stadium construction).
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Lecture 1: 8/29/0514 Planning Process versus Analysis Benefit-Cost Analysis and Design support planning processes, often performed by consultants or staff. Planning processes tend to involve many different parties (current terminology - “stakeholders”), all with their own agendas.
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Lecture 1: 8/29/0515 Example Planning Process: New Plant Initiated by Owner or Developer Projected benefits/costs reviewed by financiers. Local government and public often involved in planning for land acquisition. Local government, utilities, regulatory agencies and public participate in permitting process.
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Lecture 1: 8/29/0516 The Policy World Normative vs. Positive theories N - based on ‘norms’ - ‘should be done’ P - based on ‘reality’ - ‘actually done’ This reinforces the idea of perspective See Guardian vs. Spender mentality in chapter Guardians bottom-line oriented, see only tolls Tend to underestimate costs Spenders see everything (inc. costs) as benefits Tend to overestimate benefits
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Lecture 1: 8/29/0517 Preview: Estimation The first concept we will go over (Wednesday) is on structured estimation problems. How do we construct an estimate for a number when we do not know the answer?
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Lecture 1: 8/29/0518 Estimation in the Course We will encounter estimation problems in sections on demand, cost and risks. We will encounter estimation problems in several case studies. Projects will likely have estimation problems. Need to make quick, “back-of-the-envelope” estimates in many cases. Don’t be afraid to do so!
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Lecture 1: 8/29/0519 Problem of Unknown Numbers If we need a piece of data, we can: Look it up in a reference source Collect number through survey/investigation Guess it ourselves Get experts to help you guess it Often only ‘ballpark’, ‘back of the envelope’ or ‘order of magnitude needed Situations when actual number is unavailable or where rough estimates are good enough E.g. 100s, 1000s, … (10 2, 10 3, etc.) Source: Mosteller handout
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Lecture 1: 8/29/0520 Notes on Estimation Move from abstract to concrete, identifying assumptions Draw from experience and basic data sources Use statistical techniques/surveys if needed Be creative, BUT Be logical and able to justify Find answer, then learn from it. Apply a reasonableness test ** very important
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Lecture 1: 8/29/0521 How Many TV Sets in the US?
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Lecture 1: 8/29/0522 How many TV sets in the US? Can this be calculated? Estimation approach #1: Survey/similarity How many TV sets owned by class? Scale up by number of people in the US Should we consider the class a representative sample? Why not?
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Lecture 1: 8/29/0523 TV Sets in US – another way Estimation approach # 2 (segmenting): Work from # households and # TV’s per household - may survey for one input Assume x households in US Assume z segments of ownership (i.e. what % owns 0, owns 1, etc) Then estimated number of television sets in US = x*(4z 5 +3z 4 +2z 3 +1z 2 +0z 1 )
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Lecture 1: 8/29/0524 TV Sets in US – sample Estimation approach # 2 (segmenting): work from # households and # tvs per household - may survey for one input Assume 50,000,000 households in US Assume 19% have 4, 30% have 3, 35% 2, 15% 1, 1% 0 television sets Then 50,000,000*(4*.19+3*.3+2*.35+.15) = 125.5 M television sets
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Lecture 1: 8/29/0525 TV Sets in US – still another way Estimation approach #3 – published data Source: Statistical Abstract of US Gives many basic statistics such as population, areas, etc. Done by accountants/economists - hard to find ‘mass of construction materials’ or ‘tons of lead production’. How close are we?
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