This seminar explores, through case materials and empirical research, the insanity defense in the legal system and its impact on psychology, law, and society. Topics include the history of the defense; the relation among psychopathology, insanity, and diminished capacity; the impact of research in neuroscience on questions of free will and responsibility; the effects of different standards for determining insanity; arguments for its retention, abolition, and revision; the characteristics of the psychopath and whether the defense is or should be available to psychopaths, or to terrorists; the impact of religion; media and other responses to it; controversies surrounding pre- and post-conviction commitment; and its impact on issues surrounding the death penalty. The course provides background in American law and in abnormal and forensic psychology and analyzes the roles of lawyers and of psychologists, in theory and in practice.

This course is an intensive introduction to the fundamental concepts of probability, statistical inference, and statistical computing necessary for a working knowledge of applied statistics. The course moves at an accelerated pace and requires a substantial commitment in time and effort. The primary goal of this course is to prepare students for conducting research in an applied field, which requires being comfortable with the technical details of analysis, statistical computing, and the scientific process as a whole, from determining appropriate methods for addressing a research question to clearly communicating findings in the context of the question. The course explores applications within biostatistics, among other fields.Harvard Extension School students may count one of the following courses toward a degree or certificate, but not more than one: MGMT E-104, STAT S-100, STAT E-101 (offered previously), STAT E-102, or STAT E-104.

Are you interested in a future in medicine? Oncology (treatment of cancer) is a leading medical specialty. In this online course, you’ll accompany a patient on their cancer journey. You’ll see what it’s like to be diagnosed, to receive treatment, and how people cope with its spread. Learn the types of treatment and their specialists, along with groundbreaking advances that are changing the lives of patients. If you are interested in pre-med or careers in healthcare, this course is a must.

Always wanted to be a doctor or pursue pre-med? Wake Forest’s online course is designed for high school students. You’ll get an inside look at how physicians manage patient care from ambulance to ER to aftercare. Teaching the course are Wake Forest School of Medicine professors Dr. Lindsay Strowd and Dr. Roy Strowd. Through immersive simulations, videos, and course assignments, you’ll study the anatomy of the heart, what triggers a heart attack, and how a treatment team works.

Your favorite quarterback is out with a concussion. Will he return for the 4th quarter? You’re playing tennis and you feel your shoulder pop. What’s going on? Get the answers in this course on sports medicine. We’ll focus on 3 common injuries—ACL tear, shoulder dislocation and concussion. Plus, you’ll learn about traumas and treatments of star athletes. This online course is a must if you seek a future career in the field—from an orthopedic surgeon to an athletic trainer.

Elements of procedural and object-oriented programming. Induction, iteration, and recursion. Real functions and floating-point computations for engineering analysis. Introduction to data structures. Representative examples are drawn from mathematics, science, and engineering. The course uses the MATLAB programming language.

A review of equilibrium for particles and rigid bodies. Application to truss structures. The concepts of deformation, strain, and stress. Equilibrium equations for a continuum. Elements of the theory of linear elasticity. The states of plane stress and plane strain. Solution of elementary elasticity problems (beam bending, torsion of circular bars). Euler buckling in elastic beams.

A tour of the mysteries and inner workings of our solar system. What are planets made of? Why do they orbit the sun the way they do? How do planets form, and what are they made of? Why do some bizarre moons have oceans, volcanoes, and ice floes? What makes the Earth hospitable for life? Is the Earth a common type of planet or some cosmic quirk? This course will introduce basic physics, chemistry, and math to understand planets, moons, rings, comets, asteroids, atmospheres, and oceans. Understanding other worlds will help us save our own planet and help us understand our place in the universe. This course is web-based.

Continuation of 16A. Application of integration of economics and life sciences. Differential equations. Functions of many variables. Partial derivatives, constrained and unconstrained optimization.

This sequence is intended for majors in engineering and the physical sciences. An introduction to differential and integral calculus of functions of one variable, with applications and an introduction to transcendental functions.

Logic, mathematical induction sets, relations, and functions. Introduction to graphs, elementary number theory, combinatorics, algebraic structures, and discrete probability theory.

This course will introduce lower division undergraduates to the fundamentals of neuroscience. The first part of the course covers basic membrane properties, synapses, action potentials, chemical and electrical synaptic interactions, receptor potentials, and receptor proteins. The second part of the course covers networks in invertebrates, memory and learning behavior, modulation, vertebrate brain and spinal cord, retina, visual cortex architecture, hierarchy, development, and higher cortical centers.

General introduction to cell structure and function, molecular and organismal genetics, animal development, form and function. Intended for biological sciences majors, but open to all qualified students.

Stoichiometry of chemical reactions, quantum mechanical description of atoms, the elements and periodic table, chemical bonding, real and ideal gases, thermochemistry, introduction to thermodynamics and equilibrium, acid-base and solubility equilibria, introduction to oxidation-reduction reactions, introduction to chemical kinetics.

Introduction to electricity, magnetism, electromagnetic waves, optics, and modern physics. The course presents concepts and methodologies for understanding physical phenomena, and is particularly useful preparation for upper division study in biology and architecture.