This course is the first part of a modular sequence of increasingly sophisticated (and challenging) laboratory courses required of all Chemistry majors: 5.35 Introduction to Experimental Chemistry, 5.36 Biochemistry and Organic Laboratory, 5.37 Organic and Inorganic Laboratory, and 5.38 Physical Chemistry Laboratory. This course provides students with a survey of spectroscopy, and introduces synthesis of coordination compounds and kinetics. This class is part of the new laboratory curriculum in the MIT Department of Chemistry. Undergraduate Research-Inspired Experimental Chemistry Alternatives (URIECA) introduces students to cutting edge research topics in a modular format.   AcknowledgementsProfessor Nelson and Dr. Twardowski would like to acknowledge the contributions of MIT Professor Timothy Swager to the development of this course. 

Introduces prose narrative, both short stories and the novel. Examines the construction of narrative and the analysis of literary response. This course investigates the uses and boundaries of fiction in a range of novels and narrative styles--traditional and innovative, western and nonwestern--and raises questions about the pleasures and meanings of verbal texts in different cultures, times, and forms. Toward the end of the term, we will be particularly concerned with the relationship between art and war in a diverse selection of works.

This text, originally by D. Annand and H. Dauderis, is intended for a first course in introductory financial accounting. It has been extensively edited by Athabasca University and reflects current International Financial Reporting Standards (IFRS). A corporate approach is utilized versus beginning with a sole proprietorship emphasis and then converting to a corporate approach.

The text focuses on core introductory financial accounting topics that match pre-requisite requirements for students advancing to Intermediate Financial Accounting. Excluded are advanced topics that are covered in Intermediate Financial Accounting, such as leases and bond amortization.

The text covers all essential topics, including: the accounting cycle; merchandising; assigning costs to inventory; cash and receivables; property, plant and equipment; debt financing; equity financing; statement of cash flows; financial statement analysis; and proprietorships and partnerships.

Lyryx develops and supports open texts, with editorial services to adapt the text for each particular course. In addition, Lyryx provides content-specific formative online assessment, a wide variety of supplements, and in-house support available 7 days/week for both students and instructors.

This textbook, originally by D. Annand and H. Dauderis, was intended for a first course in introductory financial accounting. It was extensively edited by Athabasca University to reflect current International Financial Reporting Standards (IFRS). This most recent revision by D. Marchand converted the text from IFRS to reflect the Generally Accepted Accounting Principles of the United States (U.S. GAAP). A corporate approach is utilized versus beginning with a sole proprietorship emphasis and then converting to a corporate approach.

Introduction to Financial Mathematics: Concepts and Computational Methods serves as a primer in financial mathematics with a focus on conceptual understanding of models and problem solving. It includes the mathematical background needed for risk management, such as probability theory, optimization, and the like. The goal of the book is to expose the reader to a wide range of basic problems, some of which emphasize analytic ability, some requiring programming techniques and others focusing on statistical data analysis. In addition, it covers some areas which are outside the scope of mainstream financial mathematics textbooks. For example, it presents marginal account setting by the CCP and systemic risk, and a brief overview of the model risk. Inline exercises and examples are included to help students prepare for exams on this book.

Studies basic concepts of financial and managerial reporting. Viewpoint is that of readers of financial and managerial reports rather than the accountants who prepare them.

forall x is an introduction to sentential logic and first-order predicate logic with identity, logical systems that significantly influenced twentieth-century analytic philosophy. After working through the material in this book, a student should be able to understand most quantified expressions that arise in their philosophical reading.

This books treats symbolization, formal semantics, and proof theory for each language. The discussion of formal semantics is more direct than in many introductory texts. Although forall x does not contain proofs of soundness and completeness, it lays the groundwork for understanding why these are things that need to be proven.

This course examines major social and political trends, events, debates and personalities which help place aspects of contemporary French culture in their historical perspective through fiction, films, essays, newspaper articles, and television. Topics include the heritage of the French Revolution, the growth and consequences of colonialism, the role of intellectuals in public debates, the impact of the Occupation, the modernization of the economy and of social structures. The sources and meanings of national symbols, monuments, myths and manifestoes are also studied. Recommended for students planning to study abroad. Taught in French.

This is a undergraduate course. It will cover normed spaces, completeness, functionals, Hahn-Banach theorem, duality, operators; Lebesgue measure, measurable functions, integrability, completeness of L-p spaces; Hilbert space; compact, Hilbert-Schmidt and trace class operators; as well as spectral theorem.

Broadly speaking, functional programming is a style of programming in which the primary method of computation is the application of functions to arguments. Among other features, functional languages offer a compact notation for writing programs, powerful abstraction methods for structuring programs, and a simple mathematical basis that supports reasoning about programs.

Functional languages represent the leading edge of programming language design, and the primary setting in which new programming concepts are introduced and studied. All contemporary programming languages such as Hack/PHP, C#, Visual Basic, F#, C++, JavaScript, Python, Ruby, Java, Scala, Clojure, Groovy, Racket, … support higher-order programming via the concept of closures or lambda expressions.

This course will use Haskell as the medium for understanding the basic principles of functional programming. While the specific language isn’t all that important, Haskell is a pure functional language so it is entirely appropriate for learning the essential ingredients of programming using mathematical functions. It is also a relatively small language, and hence it should be easy for you to get up to speed with Haskell.

Once you understand the Why, What and How that underlies pure functional programming and learned to “think like a fundamentalist”, we will apply the concepts of functional programming to “code like a hacker” in mainstream programming languages, using Facebook’s novel Hack language as our main example.

This course assumes no prior knowledge of functional programming, but assumes you have at least one year of programming experience in a regular programming language such as Java, .NET, Javascript or PHP.

These notes are intended to provide a brief, noncomprehensive introduction to GNU Octave, a free open source alternative to MatLab. The basic syntax and usage is explained through concrete examples from the mathematics courses a math, computer science, or engineering major encounters in the first two years of college: linear algebra, calculus, and differential equations.

Game theory is an excellent topic for a non-majors quantitative course as it develops mathematical models to understand human behavior in social, political, and economic settings. The variety of applications can appeal to a broad range of students. Additionally, students can learn mathematics through playing games, something many choose to do in their spare time! This text also includes an exploration of the ideas of game theory through the rich context of popular culture. It contains sections on applications of the concepts to popular culture. It suggests films, television shows, and novels with themes from game theory. The questions in each of these sections are intended to serve as essay prompts for writing assignments.

Students learn how engineers apply their understanding of DNA to manipulate specific genes to produce desired traits, and how engineers have used this practice to address current problems facing humanity. They learn what genetic engineering means and examples of its applications, as well as moral and ethical problems related to its implementation. Students fill out a flow chart to list the methods to modify genes to create GMOs and example applications of bacteria, plant and animal GMOs.

This class provides a space for medical students and MD/PhD students, as well as HASTS (History, Anthropology, Science, Technology, and Society) PhD students to discuss social and ethical issues in the biosciences and biotechnologies as they are being developed. Discussions are with course faculty and with leading figures in developing technologies such as George Daley or George Church in stem cell or genomics research, Bruce Walker or Pardis Sabeti in setting up laboratories in Africa, Paul Farmer and Partners in Health colleagues in building local support systems and first world quality care in Haiti, Peru, and Rwanda, and Amy Farber in building patient-centered therapeutic-outcome research for critical but orphan" diseases. Goals include stimulating students to think about applying their learning in Boston to countries around the world, including using the experiences they have had in their home countries or research experience abroad. Goals also include a mix of patient-doctor care perspectives from medical anthropology, and moving upstream in the research chain to questions of how to move discoveries from basic research through the pipelines into clinical and bedside care. "

This textbook introduces students to the basic concepts, trends, perspectives and interconnections of global society. Through readings, discussions, videos, webcasts and other activities, students examine the interdependence of people around the world and global issues that affect these relationships. It will provide an overview of the history and theoretical approaches that have created a global society through topics such as global politics, human rights, the natural environment, population, disease, gender, information technology, war and peace. This is a required course for the Global Studies Emphasis.

Twelve chapters briefly cover the fundamentals of effectively communicating in groups. Highlights include conflict management, listening, motivation, group development, verbal and nonverbal theory, intercultural COM and effective meetings.

Explores how public policy and private markets affect housing, economic development, and the local economy; provides an overview of techniques and specified programs policies and strategies that are (and have been) directed at neighborhood development; gives students an opportunity to reflect on their personal sense of the housing and community development process; emphasizes the institutional context within which public and private actions are undertaken.

This course provides students with a critical introduction to: social and economic inequality in America; equitable development as a response framework for planners; social capital and community building as planning concepts; and the history, development, and current prospects of the fields of housing (with an emphasis on affordability and inclusion) and local economic development.

This open course for Introduction to Human Development is an adaptation of PsychologyWiki materials and was created under a Round Nine Textbook Transformation Grant.

Authors' Description:

In our transformation of PSYC 2103 Human Development we decided to divide the content into three units.

Unit 1: Overview, History and Biological Beginnings
Unit 2: Early Childhood to Adolescence
Unit 3: Young Adulthood to Death
Each unit includes:

Learning objectives
Things to consider: questions students should be thinking about while engaging with the content
PowerPoint Presentation
Readings from a variety of open text books
Activities
Supplemental readings and videos
If you have questions or would like access to the question/test bank please contact either

Elizabeth Dose, edose@highlands.edu

Katie Bridges, kbridges@highlands.edu

This text was designed for use in the human osteology laboratory classroom. Bones are described to aid in identification of skeletonized remains in either an archaeological or forensic anthropology setting. Basic techniques for siding, aging, sexing, and stature estimation are described. Both images of bone and drawings are included which may be used for study purposes outside of the classroom. The text represents work that has been developed over more than 30 years by its various authors and is meant to present students with the basic analytical tools for the study of human osteology.