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- ACM Comm 2010 May Automatic Program Repair with Evolutionary Computation (Notes)
- ACM Comm 2010 May Principles of Robust Timing over the Internet (Notes)
- ACM Comm 2010 May Technical Perspective Automated Patching Techniques: The Fix is In (Notes)
- ACM Comm 2010 May Technical Perspective Learning to act in Uncertain Environments (Notes)
- ACM Comm 2010 November Sir, Please Step Away from the ASR-33! (Notes)
- ACM Comm 2011 03 Data Structures in the Multi-Core Age (Notes)
- ACM Comm 2011 09 The Most Expensive One-Byte Mistake (Notes)
- ACM Comm 2011 10 Abstraction in Hardware System Design (Notes)
- ACM Comm 2011 10 Biology as Reactivity (Notes)
- ACM Comm 2011 11 Nanonetworks: A New Frontier in Communications (Notes)
- ACM Comm 2012 02 Text-Mining the Voice of the People (Notes)
- ACM Comm 2012 03 Turing's Titanic Machine (Notes)
- ACM Comm 2012 08 Continuity and Robustness of Programs (Notes)
- ACM Comm 2012 08 OpenFlow: A Radical New Idea in Networking (Notes)
- ACM Comm 2012 08 Proving Programs Continuous (Notes)
- ACM Comm 2013 11 Why Not Immortality (Notes)
- ACM Comm 2014 01 Unikernels: The Rise of the Virtual Library OS (Notes)
- ACM Comm 2014 08 Efficient Maximum Flow Algorithms (Notes)
- ACM Comm 2014 10 Abstractions for Software-Defined Networks (Notes)
- ACM Comm 2014 10 Gradual Evolution in Dynamic Languages (Notes)
- ACM Comm 2015 05 Cascade Failure (Notes)
- ACM Comm 2015 05 There Is No Now (Notes)
- ACM Comm 2015 07 Unifying Logic and Probability (Notes)
- ACM Comm 2016 08 John H Holland (Notes)
- ACM Comm 2016 08 Toward Reliable Programming for Unreliable Hardware (Notes)
- ACM Comm 2016 11 Sex as an Algorithm (Notes)
- ACM Comm 2016 11 Sex as an Algorithm (Notes) (Charles Babbage on Evolution)
- ACM Comm 2016 11 Sex as an Algorithm (Notes) (Glossary)
- ACM Comm 2016 11 Sex as an Algorithm (Notes) (The Equation that Reconciled Darwin and Mendel)
- ACM Comm 2016 11 Sex as an Algorithm (Notes) (The Experts Problem)
- ACM Comm 2016 11 Sex as an Algorithm (Notes) (The Red-Blue Tree Theorem)
- ACM Comm 2016 11 Time to Reinspect the Foundations (Notes)
- ACM Comm 2017 07 Artificial Intelligence Poised to Ride a New Wave (Notes)
- ACM Comm 2017 09 Moving Beyond the Turing Test with the Allen AI Science Challenge (Notes)
- ACM Comm 2017 11 Hootsuite: In Pursuit of Reactive Systems (Notes)
- ACM Comm 2018 02 Elements of the Theory of Dynamic Networks (Notes)
- ACM Comm 2018 03 A Programmable Programming Language (Notes)
- ACM Comm 2018 03 How Can We Trust a Robot (Notes)
- ACM Comm 2018 05 The March into the Black Hole of Complexity (Notes)
- Academic Emancipation Statement
- Academic Grading
- Acronyms
- Algorithm Design and Analysis
- Algorithm Design and Analysis (Problems)
- Algorithms (Advanced)
- Algorithms (Advanced)(Course)
- Article (Ph.D.) (Publication Requirement)
- Article (Publishing)
- Article (Publishing) (Commercial)
- Article (Publishing) (Scholarly)
- Article (Scholarly)
- Articles
- Artificial Intelligence Introduction (Course)
- Artificial Intelligence Societies
- Artificial Life (Soft) Books
- Assorted Notes
- Awards in Artificial Intelligence
- Big O Notation (Algorithm)
- Calculus I
- Calculus II
- Calculus III
- Calculus III 11.01 Vectors in Two Dimensions
- Calculus III 11.02 Coordinates and Vectors in Three Dimensions
- Calculus III 11.03 The Dot Product for Two Vectors in Three Dimensions
- Calculus III 11.04 The Cross Product for Two Vectors in Three Dimensions
- Calculus III 11.05 Lines and Planes in Three Dimensions
- Calculus III 11.06 Surfaces in Three Dimensions
- Calculus III 11.07 Cylindrical and Spherical Coordinates
- Calculus III 11 Exam 1
- Calculus III 11 Vectors and Spacial Geometry
- Calculus III 12.01 Vector-Valued Functions
- Calculus III 12.02 Differentiation and Integration for Vector-Valued Functions
- Calculus III 12.03 Velocity and Acceleration
- Calculus III 12.04 Tangent Vectors and Normal Vectors
- Calculus III 12.05 Arc Length and Curvature
- Calculus III 12 Exam 1
- Calculus III 12 Vector-Valued Functions
- Calculus III 13.01 Functions with Several Variables
- Calculus III 13.02 Limits and Continuity
- Calculus III 13.03 Partial Derivatives
- Calculus III 13.04 Differentials
- Calculus III 13.05 Chain Rules for Functions with Several Variables
- Calculus III 13.06 Directional Derivatives and Gradients
- Calculus III 13.07 Tangent Planes and Normal Lines
- Calculus III 13.08 Extrema for Functions with Two Variables
- Calculus III 13.09 Extrema Applications
- Calculus III 13.10 Lagrange Multipliers
- Calculus III 13 Exam 1
- Calculus III 13 Functions with Several Variables
- Calculus III 14.01 Iterated Integrals and Area in the Plane
- Calculus III 14.02 Double Integrals and Volume
- Calculus III 14.03 Double Integrals in Polar Coordinates
- Calculus III 14.04 Mass Center and Inertia Moments
- Calculus III 14.05 Surface Area
- Calculus III 14.06 Triple Integrals and Applications
- Calculus III 14.07 Triple Integrals in Other Coordinates
- Calculus III 14.08 Jacobian Variables
- Calculus III 14 Exam 1
- Calculus III 14 Multiple Integration
- Calculus III 15.01 Vector Fields