EC 331: Research in Applied Economics

Size: px
Start display at page:

Download "EC 331: Research in Applied Economics"

Transcription

1 EC 331: Research in Applied Economics Terms 1 & 2: Thursday, 1-2pm, S2.133 Vera E. Troeger Office: S v.e.troeger@warwick.ac.uk Office hours: Friday am

2 Research Design The Purpose of (Social) Science development of useful and valid theories reduction of complexity explanation of (single) cases derivation of correct predictions derivation of useful prescriptions else? Note: all these purposes can be reduced to the first purpose!

3 The Problem of Inference Scientific research is designed to make descriptive of explanatory inferences on the basis of empirical information about the world. (KKV 7) Inference is the generalization of observations. Therefore, inference provides one way of formulating theories. Consistent deductions from a set of assumptions provide another way.

4 Models of Theory Development and Validation: Observation -> Explanation -> Generalization -> Prediction -> Test Note: one cannot test an explanation/generalization based on the information that were used for the inductive formulation of a theory. Example: Democratic Peace This process is called induction. Assumptions -> Causal Mechanism -> Prediction -> Selection of Useful Cases -> Test Example: Downs Economic Theory of Democracy This process is called deduction.

5 Deductive approach THEORY (supplying initial theoretical assumptions) Inductive approach Empirical Observation (of a sample of the instances for which a governing law is sought) Predictive hypotheses Predictive hypotheses specific observations Deductive logic: If X then Y (hypothesis) Y (observation) Then X THEORY (a statement of governing laws) Incuctive logic: All observed X -> Y (observation) X always -> Y (generalization) X causes Y (inductive inference) Source: Hay, C. 2002: Political Analysis: A Critical Introduction, Palgrave, p. 31.

6 Social Science Theories What is a theory? Conditions: -- assumptions -- causal mechanism (explanation) -- derived hypotheses (predictions)

7 Consequences: Theories must be consistent (predictions need to follow from assumptions, not tautological (predictions need to be logically distinguishable from assumptions) falsifiable (probability of predictions being wrong must be positive) Theories should be -- parsimonious (they should consist of as many elements as necessary, but not more) -- non trivial (the consumer of theories should learn something) -- useful? -- elegant?

8 Assumptions Are part of the core of a theory and therefore often un-testable Theoretical arguments are always based on implicit or explicit assumptions (e.g. About behaviour of actors etc.) It is desirable to make assumptions of a theory explicit Basic assumptions often follow from the underlying paradigm Example: actors behave instrumentally rational, institutional and cultural background forms preferences and behaviour of actors, knowledge is always partial and never neutral, the political world is a product of social construction

9 Causality Basic rules for causal explanation the perspective of Jon Elster: Causal explanations must be distinguished from true causal statements Causal explanations must be distinguished from assertions about correlations Causal explanations must be distinguished from assertions about necessities Causal explanations have to be distinguished form story telling Hume s perspective: When ever the assumed cause is observed the effect must be observed as well The cause must temporally precede the effect (this principle is employed in time series analyses Granger-Causality) Mill s perspective: Cause must precede effect There must exist a relationship between cause and effect (causal mechanism) Rival causes must be eliminated (underdetemination) These conditions lead to: a)method of concordance: if cause then effect b)method of distinction: if no cause then no effect c) Method of simultaneous variation: if a) and b) are simultaneously fulfilled the explanation gets stronger because rival explanations can be eliminated more easily

10 Coleman s Bathtub, Friedman and Falsification Coleman, James S., 1990: Foundations of social theory. Cambridge, MA. Colman s bathtub relates the micro- and macro- level of causal explanation, thus it relates structural and individual levels of explanation, example: conflict probability in the international system. Macrolevel Microlevel

11 Variables that influence Individuals Outcome: Social Phenomenon influence choice aggregation Utility Functions Aspirations expectations Social Interaction

12 Likelihood of conflict in the international system Polarity of the international system (1) likelihood of conflict (2) (4) governments (3) behaviour of governments 1)Systemic relationship, structural hypothesis 2) contextual hypothesis 3) actors hypothesis 4)Aggregation hypothesis

13 Milton Friedman: Useful theories can be built on wrong assumptions. In principle, one can test all levels of theories: - the environment of individual choice can be misrepresented - the individual s utility function can be wrong - assumption on the set of relevant actors and/or their behavioral repertoire can be wrong - aggregation can be wrong However: a theory provides insights into (at least one) relevant causal mechanism. This insight can be useful AND make correct predictions even if the assumptions are wrong. Moreover: theories need to simplify, therefore: assumptions need to simplify as well.

14 Falsification versus Verification Popper It is easy to obtain confirmations, if we look for them. Confirmations should count only if they are the result of risky predictions. Every good scientific theory is a prohibition. (TP: it makes negative predictions. Example: event a will not happen) A theory which is not refutable is not scientific. (TP: example: Event a is an act of god. Event a happened because it was in the interest of agent b. Event a happened because the country was of type c.) A genuine test of a theory is an attempt to falsify it.

15 What does count as falsification or verification? Unfortunately, only a negligible small share of social science theories are deterministic, most of them are probabilistic. Deterministic theories: If a, then always b, because probabilistic theories: a increases the probability of b, because Deterministic theories can be falsified by one deviant case. Probabilistic cannot be falsified by one deviant case. What to do?

16 The Purpose of Research Designs A good research design: provides the toughest test for the theory, aims at maximizing the difference between prior and posterior makes valid inferences (avoids errors of type I and type II) tests the theory against a non-trivial nil hypothesis uses all available information efficiently

Scientific Explanation- Causation and Unification

Scientific Explanation- Causation and Unification Scientific Explanation- Causation and Unification By Wesley Salmon Analysis by Margarita Georgieva, PSTS student, number 0102458 Van Lochemstraat 9-17 7511 EG Enschede Final Paper for Philosophy of Science

More information

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis /3/26 Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis The Philosophy of science: the scientific Method - from a Popperian perspective Philosophy

More information

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis The Philosophy of science: the scientific Method - from a Popperian perspective Philosophy

More information

Causal Mechanisms and Process Tracing

Causal Mechanisms and Process Tracing Causal Mechanisms and Process Tracing Department of Government London School of Economics and Political Science 1 Review 2 Mechanisms 3 Process Tracing 1 Review 2 Mechanisms 3 Process Tracing Review Case

More information

Introduction To Mathematical Modeling

Introduction To Mathematical Modeling CHAPTER 1 Introduction To Mathematical Modeling In his book The Possible and the Actual, published by the University of Washington Press as a part of the Jessie and John Danz Lectures, Françis Jacob 1920-2013),

More information

Introduction to Qualitative Comparative Analysis (QCA)

Introduction to Qualitative Comparative Analysis (QCA) Introduction to Qualitative Comparative Analysis (QCA) Vaidas Morkevičius Policy and Public Administration Institute Kaunas University of Technology 2012 November 11, Riga Lecture 2 Comparison and comparative

More information

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis /9/27 Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis The Philosophy of science: the scientific Method - from a Popperian perspective Philosophy

More information

Astronomy 301G: Revolutionary Ideas in Science. Getting Started. What is Science? Richard Feynman ( CE) The Uncertainty of Science

Astronomy 301G: Revolutionary Ideas in Science. Getting Started. What is Science? Richard Feynman ( CE) The Uncertainty of Science Astronomy 301G: Revolutionary Ideas in Science Getting Started What is Science? Reading Assignment: What s the Matter? Readings in Physics Foreword & Introduction Richard Feynman (1918-1988 CE) The Uncertainty

More information

Causal Realism and Causal Analysis in the Social Sciences. Presentation by Daniel Little University of Michigan-Dearborn

Causal Realism and Causal Analysis in the Social Sciences. Presentation by Daniel Little University of Michigan-Dearborn Causal Realism and Causal Analysis in the Social Sciences Presentation by Daniel Little University of Michigan-Dearborn Acknowledgement These ideas derive from Chapters 9 and 10 of my Microfoundations,

More information

On Likelihoodism and Intelligent Design

On Likelihoodism and Intelligent Design On Likelihoodism and Intelligent Design Sebastian Lutz Draft: 2011 02 14 Abstract Two common and plausible claims in the philosophy of science are that (i) a theory that makes no predictions is not testable

More information

Hempel s Models of Scientific Explanation

Hempel s Models of Scientific Explanation Background Hempel s Models of Scientific Explanation 1. Two quick distinctions. 2. Laws. a) Explanations of particular events vs. explanation of general laws. b) Deductive vs. statistical explanations.

More information

Concept 1.3: Scientists use two main forms of inquiry in their study of nature

Concept 1.3: Scientists use two main forms of inquiry in their study of nature Concept 1.3: Scientists use two main forms of inquiry in their study of nature The word Science is derived from Latin and means to know Inquiry is the search for information and explanation There are two

More information

PHI Searle against Turing 1

PHI Searle against Turing 1 1 2 3 4 5 6 PHI2391: Confirmation Review Session Date & Time :2014-12-03 SMD 226 12:00-13:00 ME 14.0 General problems with the DN-model! The DN-model has a fundamental problem that it shares with Hume!

More information

Measurement Independence, Parameter Independence and Non-locality

Measurement Independence, Parameter Independence and Non-locality Measurement Independence, Parameter Independence and Non-locality Iñaki San Pedro Department of Logic and Philosophy of Science University of the Basque Country, UPV/EHU inaki.sanpedro@ehu.es Abstract

More information

FIRST PUBLIC EXAMINATION. Preliminary Examination in Philosophy, Politics and Economics INTRODUCTION TO PHILOSOPHY LONG VACATION 2014

FIRST PUBLIC EXAMINATION. Preliminary Examination in Philosophy, Politics and Economics INTRODUCTION TO PHILOSOPHY LONG VACATION 2014 CPPE 4266 FIRST PUBLIC EXAMINATION Preliminary Examination in Philosophy, Politics and Economics INTRODUCTION TO PHILOSOPHY LONG VACATION 2014 Thursday 4 September 2014, 9.30am - 12.30pm This paper contains

More information

7.1 Significance of question: are there laws in S.S.? (Why care?) Possible answers:

7.1 Significance of question: are there laws in S.S.? (Why care?) Possible answers: I. Roberts: There are no laws of the social sciences Social sciences = sciences involving human behaviour (Economics, Psychology, Sociology, Political Science) 7.1 Significance of question: are there laws

More information

A Summary of Economic Methodology

A Summary of Economic Methodology A Summary of Economic Methodology I. The Methodology of Theoretical Economics All economic analysis begins with theory, based in part on intuitive insights that naturally spring from certain stylized facts,

More information

Probability and Statistics

Probability and Statistics Probability and Statistics Kristel Van Steen, PhD 2 Montefiore Institute - Systems and Modeling GIGA - Bioinformatics ULg kristel.vansteen@ulg.ac.be CHAPTER 4: IT IS ALL ABOUT DATA 4a - 1 CHAPTER 4: IT

More information

NATURE OF SCIENCE & LIFE. Professor Andrea Garrison Biology 11

NATURE OF SCIENCE & LIFE. Professor Andrea Garrison Biology 11 NATURE OF SCIENCE & LIFE Professor Andrea Garrison Biology 11 Nature Science Process of asking questions 2 Nature Science Process of asking questions Questions that involve logical reasoning 3 Nature Science

More information

Introduction to Scientific Modeling Stephanie Forrest Dept. of Computer Science Univ. of New Mexico Albuquerque, NM

Introduction to Scientific Modeling Stephanie Forrest Dept. of Computer Science Univ. of New Mexico Albuquerque, NM Introduction to Scientific Modeling Stephanie Forrest Dept. of Computer Science Univ. of New Mexico Albuquerque, NM August, 20112 http://cs.unm.edu/~forrest forrest@cs.unm.edu " Introduction" The three

More information

Carl Hempel Laws and Their Role in Scientific Explanation Two basic requirements for scientific explanations

Carl Hempel Laws and Their Role in Scientific Explanation Two basic requirements for scientific explanations Carl Hempel Laws and Their Role in Scientific Explanation 1 5.1 Two basic requirements for scientific explanations The aim of the natural sciences is explanation insight rather than fact gathering. Man

More information

S4LP and Local Realizability

S4LP and Local Realizability S4LP and Local Realizability Melvin Fitting Lehman College CUNY 250 Bedford Park Boulevard West Bronx, NY 10548, USA melvin.fitting@lehman.cuny.edu Abstract. The logic S4LP combines the modal logic S4

More information

1 Multiple Choice. PHIL110 Philosophy of Science. Exam May 10, Basic Concepts. 1.2 Inductivism. Name:

1 Multiple Choice. PHIL110 Philosophy of Science. Exam May 10, Basic Concepts. 1.2 Inductivism. Name: PHIL110 Philosophy of Science Exam May 10, 2016 Name: Directions: The following exam consists of 24 questions, for a total of 100 points with 0 bonus points. Read each question carefully (note: answers

More information

Hesse: Models and Analogies in Science. Chapter 1: The Function of Models: A Dialogue

Hesse: Models and Analogies in Science. Chapter 1: The Function of Models: A Dialogue Hesse: Models and Analogies in Science Chapter 1: The Function of Models: A Dialogue Broad examination of the role of analogies in scientific theories scientific explanation confirmation and growth of

More information

Monday, December 15, 14. The Natural Sciences

Monday, December 15, 14. The Natural Sciences The Natural Sciences Problems with the scientific method: 1 - The problem of induction Induction is the process of inferring a general law or principle from the observation of particular instances. Induction

More information

On the Complexity of Causal Models

On the Complexity of Causal Models On the Complexity of Causal Models Brian R. Gaines Man-Machine Systems Laboratory Department of Electrical Engineering Science University of Essex, Colchester, England It is argued that principle of causality

More information

THE AXIOMATIC STRUCTURE OF EMPIRICAL CONTENT

THE AXIOMATIC STRUCTURE OF EMPIRICAL CONTENT THE AXIOMATIC STRUCTURE OF EMPIRICAL CONTENT CHRISTOPHER P. CHAMBERS, FEDERICO ECHENIQUE, AND ERAN SHMAYA Abstract. In this paper, we provide a formal framework for studying the empirical content of a

More information

Structure learning in human causal induction

Structure learning in human causal induction Structure learning in human causal induction Joshua B. Tenenbaum & Thomas L. Griffiths Department of Psychology Stanford University, Stanford, CA 94305 jbt,gruffydd @psych.stanford.edu Abstract We use

More information

Introduction to ecosystem modelling Stages of the modelling process

Introduction to ecosystem modelling Stages of the modelling process NGEN02 Ecosystem Modelling 2018 Introduction to ecosystem modelling Stages of the modelling process Recommended reading: Smith & Smith Environmental Modelling, Chapter 2 Models in science and research

More information

A Rejoinder to Mackintosh and some Remarks on the. Concept of General Intelligence

A Rejoinder to Mackintosh and some Remarks on the. Concept of General Intelligence A Rejoinder to Mackintosh and some Remarks on the Concept of General Intelligence Moritz Heene Department of Psychology, Ludwig Maximilian University, Munich, Germany. 1 Abstract In 2000 Nicholas J. Mackintosh

More information

Charles C. Ragin Department of Sociology and Department of Political Science University of Arizona Tucson, AZ 85718

Charles C. Ragin Department of Sociology and Department of Political Science University of Arizona Tucson, AZ 85718 THE CHALLENGE OF SMALL (AND MEDIUM) N RESEARCH Charles C. Ragin Department of Sociology and Department of Political Science University of Arizona Tucson, AZ 85718 http://www.fsqca.com http://www.compasss.org

More information

Observations and objectivity in statistics

Observations and objectivity in statistics PML seminar UvA 2010 Observations and objectivity in statistics Jan-Willem Romeijn Faculty of Philosophy University of Groningen Observing theory Observation is never independent of implicit, or explicit,

More information

A Guide to Proof-Writing

A Guide to Proof-Writing A Guide to Proof-Writing 437 A Guide to Proof-Writing by Ron Morash, University of Michigan Dearborn Toward the end of Section 1.5, the text states that there is no algorithm for proving theorems.... Such

More information

Emergent proper+es and singular limits: the case of +me- irreversibility. Sergio Chibbaro Institut d Alembert Université Pierre et Marie Curie

Emergent proper+es and singular limits: the case of +me- irreversibility. Sergio Chibbaro Institut d Alembert Université Pierre et Marie Curie Emergent proper+es and singular limits: the case of +me- irreversibility Sergio Chibbaro Institut d Alembert Université Pierre et Marie Curie Introduction: Definition of emergence I J Kim 2000 The whole

More information

Bayesian network modeling. 1

Bayesian network modeling.  1 Bayesian network modeling http://springuniversity.bc3research.org/ 1 Probabilistic vs. deterministic modeling approaches Probabilistic Explanatory power (e.g., r 2 ) Explanation why Based on inductive

More information

Ockham Efficiency Theorem for Randomized Scientific Methods

Ockham Efficiency Theorem for Randomized Scientific Methods Ockham Efficiency Theorem for Randomized Scientific Methods Conor Mayo-Wilson and Kevin T. Kelly Department of Philosophy Carnegie Mellon University Formal Epistemology Workshop (FEW) June 19th, 2009 1

More information

An Introduction to No Free Lunch Theorems

An Introduction to No Free Lunch Theorems February 2, 2012 Table of Contents Induction Learning without direct observation. Generalising from data. Modelling physical phenomena. The Problem of Induction David Hume (1748) How do we know an induced

More information

[read Chapter 2] [suggested exercises 2.2, 2.3, 2.4, 2.6] General-to-specific ordering over hypotheses

[read Chapter 2] [suggested exercises 2.2, 2.3, 2.4, 2.6] General-to-specific ordering over hypotheses 1 CONCEPT LEARNING AND THE GENERAL-TO-SPECIFIC ORDERING [read Chapter 2] [suggested exercises 2.2, 2.3, 2.4, 2.6] Learning from examples General-to-specific ordering over hypotheses Version spaces and

More information

TECHNISCHE UNIVERSITEIT EINDHOVEN Faculteit Wiskunde en Informatica. Final examination Logic & Set Theory (2IT61/2IT07/2IHT10) (correction model)

TECHNISCHE UNIVERSITEIT EINDHOVEN Faculteit Wiskunde en Informatica. Final examination Logic & Set Theory (2IT61/2IT07/2IHT10) (correction model) TECHNISCHE UNIVERSITEIT EINDHOVEN Faculteit Wiskunde en Informatica Final examination Logic & Set Theory (2IT61/2IT07/2IHT10) (correction model) Thursday October 29, 2015, 9:00 12:00 hrs. (2) 1. Determine

More information

ASTR 2010 Modern Cosmology. Professor: James Green

ASTR 2010 Modern Cosmology. Professor: James Green ASTR 2010 Modern Cosmology Professor: James Green Logistics: Textbook Math Expectations Grading Homeworks Midterm Final Exam Lecture Notes Cosmology The Scientific Study of the Universe What is Science?

More information

Overview. I Review of natural deduction. I Soundness and completeness. I Semantics of propositional formulas. I Soundness proof. I Completeness proof.

Overview. I Review of natural deduction. I Soundness and completeness. I Semantics of propositional formulas. I Soundness proof. I Completeness proof. Overview I Review of natural deduction. I Soundness and completeness. I Semantics of propositional formulas. I Soundness proof. I Completeness proof. Propositional formulas Grammar: ::= p j (:) j ( ^ )

More information

The Cosmological Argument Revisited

The Cosmological Argument Revisited Joe Mixie: The Cosmological Argument Revisited The Cosmological Argument Revisited Joe Mixie (1956-) Joe Mixie teaches Philosophy at Sacred Heart University located in Fairfield, CT. He is the author of

More information

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis

Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis Rigorous Science - Based on a probability value? The linkage between Popperian science and statistical analysis The Philosophy of science: the scientific Method - from a Popperian perspective Philosophy

More information

Mathematics: Essential Learning Expectations: 9 th -12th Grade:

Mathematics: Essential Learning Expectations: 9 th -12th Grade: Mathematics: Essential Learning Expectations: 9 th -12th Grade: Content Standard 1: Number Sense and Operation A student, applying reasoning and problem solving, will use number sense and operations to

More information

Today s lecture. Scientific method Hypotheses, models, theories... Occam' razor Examples Diet coke and menthos

Today s lecture. Scientific method Hypotheses, models, theories... Occam' razor Examples Diet coke and menthos Announcements The first homework is available on ICON. It is due one minute before midnight on Tuesday, August 30. Labs start this week. All lab sections will be in room 665 VAN. Kaaret has office hours

More information

Causal Reasoning. Note. Being g is necessary for being f iff being f is sufficient for being g

Causal Reasoning. Note. Being g is necessary for being f iff being f is sufficient for being g 145 Often need to identify the cause of a phenomenon we ve observed. Perhaps phenomenon is something we d like to reverse (why did car stop?). Perhaps phenomenon is one we d like to reproduce (how did

More information

COMP219: Artificial Intelligence. Lecture 19: Logic for KR

COMP219: Artificial Intelligence. Lecture 19: Logic for KR COMP219: Artificial Intelligence Lecture 19: Logic for KR 1 Overview Last time Expert Systems and Ontologies Today Logic as a knowledge representation scheme Propositional Logic Syntax Semantics Proof

More information

Causal inference. Gary Goertz Kroc Institute for International Peace Studies University of Notre Dame Spring 2018

Causal inference. Gary Goertz Kroc Institute for International Peace Studies University of Notre Dame Spring 2018 Causal inference Gary Goertz Kroc Institute for International Peace Studies University of Notre Dame ggoertz@nd.edu Spring 2018 Experiments are the gold standard for causal inference Strategies of causal

More information

Is probability the measure of uncertainty?

Is probability the measure of uncertainty? Is probability the measure of uncertainty? Tommaso Flaminio and Hykel Hosni Logics for Social Behaviour, Lorenz Center 12/11/14 Flaminio-Hosni Is probability the measure of uncertainty? 12/11/2014 1 /

More information

For True Conditionalizers Weisberg s Paradox is a False Alarm

For True Conditionalizers Weisberg s Paradox is a False Alarm For True Conditionalizers Weisberg s Paradox is a False Alarm Franz Huber Department of Philosophy University of Toronto franz.huber@utoronto.ca http://huber.blogs.chass.utoronto.ca/ July 7, 2014; final

More information

For True Conditionalizers Weisberg s Paradox is a False Alarm

For True Conditionalizers Weisberg s Paradox is a False Alarm For True Conditionalizers Weisberg s Paradox is a False Alarm Franz Huber Abstract: Weisberg (2009) introduces a phenomenon he terms perceptual undermining He argues that it poses a problem for Jeffrey

More information

Optimism in the Face of Uncertainty Should be Refutable

Optimism in the Face of Uncertainty Should be Refutable Optimism in the Face of Uncertainty Should be Refutable Ronald ORTNER Montanuniversität Leoben Department Mathematik und Informationstechnolgie Franz-Josef-Strasse 18, 8700 Leoben, Austria, Phone number:

More information

Generalisation and inductive reasoning. Computational Cognitive Science 2014 Dan Navarro

Generalisation and inductive reasoning. Computational Cognitive Science 2014 Dan Navarro Generalisation and inductive reasoning Computational Cognitive Science 2014 Dan Navarro Where are we at? Bayesian statistics as a general purpose tool for doing inductive inference A specific Bayesian

More information

Introduction to the Study of Life

Introduction to the Study of Life 1 Introduction to the Study of Life Bio 103 Lecture GMU Dr. Largen 2 Outline Biology is the science of life The process of science Evolution, unity and diversity Core principles of biology 3 The Science

More information

Dynamics of Inductive Inference in a Uni ed Model

Dynamics of Inductive Inference in a Uni ed Model Dynamics of Inductive Inference in a Uni ed Model Itzhak Gilboa, Larry Samuelson, and David Schmeidler September 13, 2011 Gilboa, Samuelson, and Schmeidler () Dynamics of Inductive Inference in a Uni ed

More information

MODULE -4 BAYEIAN LEARNING

MODULE -4 BAYEIAN LEARNING MODULE -4 BAYEIAN LEARNING CONTENT Introduction Bayes theorem Bayes theorem and concept learning Maximum likelihood and Least Squared Error Hypothesis Maximum likelihood Hypotheses for predicting probabilities

More information

Econometric Causality

Econometric Causality Econometric (2008) International Statistical Review, 76(1):1-27 James J. Heckman Spencer/INET Conference University of Chicago Econometric The econometric approach to causality develops explicit models

More information

CAT L4: Quantum Non-Locality and Contextuality

CAT L4: Quantum Non-Locality and Contextuality CAT L4: Quantum Non-Locality and Contextuality Samson Abramsky Department of Computer Science, University of Oxford Samson Abramsky (Department of Computer Science, University CAT L4: of Quantum Oxford)

More information

BIOLOGY 111. CHAPTER 1: An Introduction to the Science of Life

BIOLOGY 111. CHAPTER 1: An Introduction to the Science of Life BIOLOGY 111 CHAPTER 1: An Introduction to the Science of Life An Introduction to the Science of Life: Chapter Learning Outcomes 1.1) Describe the properties of life common to all living things. (Module

More information

Introduction to ecosystem modelling (continued)

Introduction to ecosystem modelling (continued) NGEN02 Ecosystem Modelling 2015 Introduction to ecosystem modelling (continued) Uses of models in science and research System dynamics modelling The modelling process Recommended reading: Smith & Smith

More information

Accuracy, Language Dependence and Joyce s Argument for Probabilism

Accuracy, Language Dependence and Joyce s Argument for Probabilism Accuracy, Language Dependence and Joyce s Argument for Probabilism Branden Fitelson Abstract In this note, I explain how a variant of David Miller s (975) argument concerning the language-dependence of

More information

Will it float? The New Keynesian Phillips curve tested on OECD panel data

Will it float? The New Keynesian Phillips curve tested on OECD panel data Phillips curve Roger Bjørnstad 1 2 1 Research Department Statistics Norway 2 Department of Economics University of Oslo 31 October 2006 Outline Outline Outline Outline Outline The debatable The hybrid

More information

Laws of Nature. What the heck are they?

Laws of Nature. What the heck are they? Laws of Nature What the heck are they? 1 The relation between causes and laws is rather tricky (and interesting!) Many questions are raised, such as: 1. Do laws cause things to happen? 2. What are laws,

More information

BIO3011 RESEARCH METHODS Scientific Method: an introduction. Dr Alistair Hamilton

BIO3011 RESEARCH METHODS Scientific Method: an introduction. Dr Alistair Hamilton BIO3011 RESEARCH METHODS Scientific Method: an introduction Dr Alistair Hamilton "If a man will begin with certainties, he shall end in doubts; but if he will be content to begin with doubts he shall end

More information

8.8 Statement Forms and Material Equivalence

8.8 Statement Forms and Material Equivalence M08_COPI1396_13_SE_C08.QXD 10/16/07 9:19 PM Page 357 8.8 Statement Forms and Material Equivalence 357 murdered. So either lawlessness will be rewarded or innocent hostages will be murdered. 8. If people

More information

Classification (Categorization) CS 391L: Machine Learning: Inductive Classification. Raymond J. Mooney. Sample Category Learning Problem

Classification (Categorization) CS 391L: Machine Learning: Inductive Classification. Raymond J. Mooney. Sample Category Learning Problem Classification (Categorization) CS 9L: Machine Learning: Inductive Classification Raymond J. Mooney University of Texas at Austin Given: A description of an instance, x X, where X is the instance language

More information

Proofs: A General How To II. Rules of Inference. Rules of Inference Modus Ponens. Rules of Inference Addition. Rules of Inference Conjunction

Proofs: A General How To II. Rules of Inference. Rules of Inference Modus Ponens. Rules of Inference Addition. Rules of Inference Conjunction Introduction I Proofs Computer Science & Engineering 235 Discrete Mathematics Christopher M. Bourke cbourke@cse.unl.edu A proof is a proof. What kind of a proof? It s a proof. A proof is a proof. And when

More information

The Incomputable. Classifying the Theories of Physics. Sponsored by Templeton Foundation. June 21,

The Incomputable. Classifying the Theories of Physics. Sponsored by Templeton Foundation. June 21, Ger & Har Sci Pop O Laws Hierarchy The Incomputable Classifying the Theories of Physics 1,2,3 Sponsored by Templeton Foundation 1 Departamento de Matemática, Instituto Superior Técnico fgc@math.ist.utl.pt

More information

CMPT Machine Learning. Bayesian Learning Lecture Scribe for Week 4 Jan 30th & Feb 4th

CMPT Machine Learning. Bayesian Learning Lecture Scribe for Week 4 Jan 30th & Feb 4th CMPT 882 - Machine Learning Bayesian Learning Lecture Scribe for Week 4 Jan 30th & Feb 4th Stephen Fagan sfagan@sfu.ca Overview: Introduction - Who was Bayes? - Bayesian Statistics Versus Classical Statistics

More information

The Common Cause Principle

The Common Cause Principle The Common Cause Principle Gábor Hofer-Szabó King Sigismund College Email: gsz@szig.hu p. 1 Reichenbach: The Direction of Time p. 2 The Common Cause Principle If an improbable coincidence has occurred,

More information

FACTORIZATION AND THE PRIMES

FACTORIZATION AND THE PRIMES I FACTORIZATION AND THE PRIMES 1. The laws of arithmetic The object of the higher arithmetic is to discover and to establish general propositions concerning the natural numbers 1, 2, 3,... of ordinary

More information

Test Yourself! Methodological and Statistical Requirements for M.Sc. Early Childhood Research

Test Yourself! Methodological and Statistical Requirements for M.Sc. Early Childhood Research Test Yourself! Methodological and Statistical Requirements for M.Sc. Early Childhood Research HOW IT WORKS For the M.Sc. Early Childhood Research, sufficient knowledge in methods and statistics is one

More information

Section 1 : Introduction to the Potential Outcomes Framework. Andrew Bertoli 4 September 2013

Section 1 : Introduction to the Potential Outcomes Framework. Andrew Bertoli 4 September 2013 Section 1 : Introduction to the Potential Outcomes Framework Andrew Bertoli 4 September 2013 Roadmap 1. Preview 2. Helpful Tips 3. Potential Outcomes Framework 4. Experiments vs. Observational Studies

More information

Lecture # 1 - Introduction

Lecture # 1 - Introduction Lecture # 1 - Introduction Mathematical vs. Nonmathematical Economics Mathematical Economics is an approach to economic analysis Purpose of any approach: derive a set of conclusions or theorems Di erences:

More information

Seminar how does one know if their approach/perspective is appropriate (in terms of being a student, not a professional)

Seminar how does one know if their approach/perspective is appropriate (in terms of being a student, not a professional) Seminar 5 10.00-11.00 Lieberson and Horwich (2008) argue that it is necessary to address and evaluate alternative causal explanations as a way of reaching consensus about the superiority of one or another

More information

Rate of Convergence of Learning in Social Networks

Rate of Convergence of Learning in Social Networks Rate of Convergence of Learning in Social Networks Ilan Lobel, Daron Acemoglu, Munther Dahleh and Asuman Ozdaglar Massachusetts Institute of Technology Cambridge, MA Abstract We study the rate of convergence

More information

Computational methods are invaluable for typology, but the models must match the questions: Commentary on Dunn et al. (2011)

Computational methods are invaluable for typology, but the models must match the questions: Commentary on Dunn et al. (2011) Computational methods are invaluable for typology, but the models must match the questions: Commentary on Dunn et al. (2011) Roger Levy and Hal Daumé III August 1, 2011 The primary goal of Dunn et al.

More information

Algebra and Trigonometry 2006 (Foerster) Correlated to: Washington Mathematics Standards, Algebra 2 (2008)

Algebra and Trigonometry 2006 (Foerster) Correlated to: Washington Mathematics Standards, Algebra 2 (2008) A2.1. Core Content: Solving problems The first core content area highlights the type of problems students will be able to solve by the end of, as they extend their ability to solve problems with additional

More information

Propositional Logic. Fall () Propositional Logic Fall / 30

Propositional Logic. Fall () Propositional Logic Fall / 30 Propositional Logic Fall 2013 () Propositional Logic Fall 2013 1 / 30 1 Introduction Learning Outcomes for this Presentation 2 Definitions Statements Logical connectives Interpretations, contexts,... Logically

More information

Advanced Microeconomics

Advanced Microeconomics Advanced Microeconomics Partial and General Equilibrium Giorgio Fagiolo giorgio.fagiolo@sssup.it http://www.lem.sssup.it/fagiolo/welcome.html LEM, Sant Anna School of Advanced Studies, Pisa (Italy) Part

More information

INTRODUCTION & PROPOSITIONAL LOGIC. Dougherty, POLS 8000

INTRODUCTION & PROPOSITIONAL LOGIC. Dougherty, POLS 8000 INTRODUCTION & PROPOSITIONAL LOGIC Dougherty, POLS 8000 Strategy in Politics Professor: Keith Dougherty Home Page: spia.uga.edu/faculty_pages/dougherk/ Office: Baldwin 408, (706)542-2989 e-mail: dougherk@uga.edu

More information

Introduction to Bayesian Learning. Machine Learning Fall 2018

Introduction to Bayesian Learning. Machine Learning Fall 2018 Introduction to Bayesian Learning Machine Learning Fall 2018 1 What we have seen so far What does it mean to learn? Mistake-driven learning Learning by counting (and bounding) number of mistakes PAC learnability

More information

Volume 30, Issue 1. The relationship between the F-test and the Schwarz criterion: Implications for Granger-causality tests

Volume 30, Issue 1. The relationship between the F-test and the Schwarz criterion: Implications for Granger-causality tests Volume 30, Issue 1 The relationship between the F-test and the Schwarz criterion: Implications for Granger-causality tests Erdal Atukeren ETH Zurich - KOF Swiss Economic Institute Abstract In applied research,

More information

Your quiz in recitation on Tuesday will cover 3.1: Arguments and inference. Your also have an online quiz, covering 3.1, due by 11:59 p.m., Tuesday.

Your quiz in recitation on Tuesday will cover 3.1: Arguments and inference. Your also have an online quiz, covering 3.1, due by 11:59 p.m., Tuesday. Friday, February 15 Today we will begin Course Notes 3.2: Methods of Proof. Your quiz in recitation on Tuesday will cover 3.1: Arguments and inference. Your also have an online quiz, covering 3.1, due

More information

Favoring, Likelihoodism, and Bayesianism

Favoring, Likelihoodism, and Bayesianism Favoring, Likelihoodism, and Bayesianism BRANDEN FITELSON Rutgers University In Chapter 1 of Evidence and Evolution, Sober (2008) defends a Likelihodist account of favoring. The main tenet of Likelihoodism

More information

http://jfratup.weebly.com/math-195-2016-2017.html MATH 195 Part 1 Science What is science? Formal Sciences Natural Sciences (physical sciences and life sciences) Social Sciences HISTORY Aristotle: Deductive

More information

II Scientific Method. II Scientific Method. A. Introduction. A. Introduction. B. Knowledge. B. Knowledge. Attainment of knowledge

II Scientific Method. II Scientific Method. A. Introduction. A. Introduction. B. Knowledge. B. Knowledge. Attainment of knowledge II Scientific Method II Scientific Method A. Introduction B. Knowledge C. Types of Reasoning D. Example E. Formal Process A. Introduction You are the new biologist in charge of a deer herd. Harvest has

More information

CS173 Strong Induction and Functions. Tandy Warnow

CS173 Strong Induction and Functions. Tandy Warnow CS173 Strong Induction and Functions Tandy Warnow CS 173 Introduction to Strong Induction (also Functions) Tandy Warnow Preview of the class today What are functions? Weak induction Strong induction A

More information

UC Berkeley Haas School of Business Game Theory (EMBA 296 & EWMBA 211) Summer Social learning and bargaining (axiomatic approach)

UC Berkeley Haas School of Business Game Theory (EMBA 296 & EWMBA 211) Summer Social learning and bargaining (axiomatic approach) UC Berkeley Haas School of Business Game Theory (EMBA 296 & EWMBA 211) Summer 2015 Social learning and bargaining (axiomatic approach) Block 4 Jul 31 and Aug 1, 2015 Auction results Herd behavior and

More information

COMP219: Artificial Intelligence. Lecture 19: Logic for KR

COMP219: Artificial Intelligence. Lecture 19: Logic for KR COMP219: Artificial Intelligence Lecture 19: Logic for KR 1 Overview Last time Expert Systems and Ontologies Today Logic as a knowledge representation scheme Propositional Logic Syntax Semantics Proof

More information

The Tetrad Criterion

The Tetrad Criterion The Tetrad Criterion James H. Steiger Department of Psychology and Human Development Vanderbilt University James H. Steiger (Vanderbilt University) The Tetrad Criterion 1 / 17 The Tetrad Criterion 1 Introduction

More information

Bayesian Reasoning. Adapted from slides by Tim Finin and Marie desjardins.

Bayesian Reasoning. Adapted from slides by Tim Finin and Marie desjardins. Bayesian Reasoning Adapted from slides by Tim Finin and Marie desjardins. 1 Outline Probability theory Bayesian inference From the joint distribution Using independence/factoring From sources of evidence

More information

I I I I I I I I I I I I I I I I I I I

I I I I I I I I I I I I I I I I I I I STRONG AND WEAK METHODS: A LOGCAL VEW OF UNCERTANTY John Fox mperial Cancer Research Fund Laboratories, London AAA, Los Angeles, August 1985 Before about 1660 when the modern Pascalian concept of probability

More information

Philosophy of Science: Models in Science

Philosophy of Science: Models in Science Philosophy of Science: Models in Science Kristina Rolin 2012 Questions What is a scientific theory and how does it relate to the world? What is a model? How do models differ from theories and how do they

More information

Searle on Emergence. Vladimír Havlík. The Academy of Sciences of the Czech Republic, Prague

Searle on Emergence. Vladimír Havlík. The Academy of Sciences of the Czech Republic, Prague Searle on Emergence Vladimír Havlík The Academy of Sciences of the Czech Republic, Prague Abstract: Searle s conception of ontological emergence is a basis for his explanation of mind and consciousness

More information

On Objectivity and Models for Measuring. G. Rasch. Lecture notes edited by Jon Stene.

On Objectivity and Models for Measuring. G. Rasch. Lecture notes edited by Jon Stene. On Objectivity and Models for Measuring By G. Rasch Lecture notes edited by Jon Stene. On Objectivity and Models for Measuring By G. Rasch Lectures notes edited by Jon Stene. 1. The Basic Problem. Among

More information

Astronomy 1 Winter 2011

Astronomy 1 Winter 2011 Astronomy 1 Winter 2011 Lecture 1; January 3 2011 Astronomy 1 Lectures: MWF 12-12:50 Instructor office hours: Prof. Tommaso Treu MW 2:30-3:30; Broida 2015F Waitlist: https://waitlist.ucsb.edu Astronomy

More information

David Lewis. Void and Object

David Lewis. Void and Object David Lewis Void and Object Menzies Theory of Causation Causal relation is an intrinsic relation between two events -- it is logically determined by the natural properties and relations of the events.

More information

Philosophy and History of Statistics

Philosophy and History of Statistics Philosophy and History of Statistics YES, they ARE important!!! Dr Mick Wilkinson Fellow of the Royal Statistical Society The plan (Brief) history of statistics Philosophy of science Variability and Probability

More information

PROBLEMS OF CAUSAL ANALYSIS IN THE SOCIAL SCIENCES

PROBLEMS OF CAUSAL ANALYSIS IN THE SOCIAL SCIENCES Patrick Suppes PROBLEMS OF CAUSAL ANALYSIS IN THE SOCIAL SCIENCES This article is concerned with the prospects and problems of causal analysis in the social sciences. On the one hand, over the past 40

More information