Introduction to Table Based Methods
Sequential Evaluation of Polynomials
Compensated Polynomial Evaluation
Computing Sums More Accurately
Computing Validated Running Error Bounds
Properties For Deriving Validated Running Error Bounds
Notation For Error Analysis and Classical Error Estimates
Polynomials With Exact Representable Coefficients
Introduction to Polynomial Approximations In Finite Precision
Evaluation of the Error of an FMA
Multiplication by an Arbitrary Precision Constant with an FMA
Conversions Between Integers and Floating Point Numbers
Newton-Raphson Based Square Root With FMA
Possible Double Rounding in Division Algorithms
Using The Newton Iteration For Correctly Rounded Division With FMA
Variants of the Newton Raphson Iteration
Another Splitting Technique: Splitting Around a Power of 2
Computation of Residuals of Division and Square Root With an FMA
Accurate Computation of the Product of Two Numbers
Accurate Computation of the Sum of Two Numbers
Exact Multiplications and Divisions
Accurately Computing Supremum Norms
Least Maximum Polynomial Approximations
Least Squares Polynomial Approximations
IEEE Support in Programming Languages
Introduction to The Classical Theory of Polynomial or Rational Approximations
Conversions To/From String Representations
Operations Specified By The Standards
Manipulating Double or Triple Word Numbers
Computing the Error of a FP Addition or Multiplication
Basic Notions of Floating Point Arithmetic
Lost and Preserved Properties of Arithmetic
Generating All the Catalan Sequences
Equivalence of The Number of Valid Push/Pop Sequences and the number of Binary Trees
What Fraction of Push/Pop Sequences in a Stack Are Valid?
Russian Peasant Multiplication
Finding the Strongly Connected Components of a Digraph
2-D Range Search, Points in a Box Search and K-D Trees
1-D Range Search and Line Intersection Search
Binary Heaps & Priority Queues
Finding the Closest Pairs in a Plane
Inversions & Partial Sortedness
Breadth First Search And Finding the Distance Between Two Nodes
\(z\) Tests and Confidence Intervals for a Difference Between Two Population Means
Some Comments on Selecting a Test Procedure
Tests Concerning a Population Proportion
Hypotheses and Test Procedures
A Confidence Interval For The Median
Confidence Intervals For The Variance and Standard Deviation of a Normal Distribution
Intervals for Non-Normal Distributions
A Prediction Interval for a Single Future Value For a Normal Distribution
Intervals Based on a Normal Population Distribution: The T-Distribution
The T-Distribution: The T-Distribution
Large Sample Confidence Intervals for a Population Mean and Proportion
Basic Properties of Confidence Intervals
Estimating the Mean of a Symmetric Distribution
Some General Concepts of Point Estimation
The Distribution of a Linear Combination
The Distribution of the Sample Mean and Sum
Statistics and Their Distributions
Expected Values, Covariance and Correlation
Jointly Distributed Random Variables
Continuous Random Variables and Probability Distributions
Negative Binomial Distribution
Measures of Location and Variability
Compensated Polynomial Evaluation
Computing Sums More Accurately
Computing Validated Running Error Bounds
Properties For Deriving Validated Running Error Bounds
Notation For Error Analysis and Classical Error Estimates
Evaluation of the Error of an FMA
Multiplication by an Arbitrary Precision Constant with an FMA
Conversions Between Integers and Floating Point Numbers
Newton-Raphson Based Square Root With FMA
Possible Double Rounding in Division Algorithms
Using The Newton Iteration For Correctly Rounded Division With FMA
Variants of the Newton Raphson Iteration
Another Splitting Technique: Splitting Around a Power of 2
Computation of Residuals of Division and Square Root With an FMA
Accurate Computation of the Product of Two Numbers
Accurate Computation of the Sum of Two Numbers
Exact Multiplications and Divisions
IEEE Support in Programming Languages
Conversions To/From String Representations
Operations Specified By The Standards
Lost and Preserved Properties of Arithmetic
\(z\) Tests and Confidence Intervals for a Difference Between Two Population Means
Some Comments on Selecting a Test Procedure
Tests Concerning a Population Proportion
Hypotheses and Test Procedures
A Confidence Interval For The Median
Confidence Intervals For The Variance and Standard Deviation of a Normal Distribution
Intervals for Non-Normal Distributions
A Prediction Interval for a Single Future Value For a Normal Distribution
Intervals Based on a Normal Population Distribution: The T-Distribution
The T-Distribution: The T-Distribution
Large Sample Confidence Intervals for a Population Mean and Proportion
Basic Properties of Confidence Intervals
Estimating the Mean of a Symmetric Distribution
Some General Concepts of Point Estimation
The Distribution of a Linear Combination
The Distribution of the Sample Mean and Sum
Statistics and Their Distributions
Expected Values, Covariance and Correlation
Jointly Distributed Random Variables
Continuous Random Variables and Probability Distributions
Negative Binomial Distribution
Measures of Location and Variability
Mastering Crucial Conversations
Expressive Appreciation in Nonviolent Communication
Liberating Ourselves and Counseling Others
Conflict Resolution and Mediation
Connecting Compassionately With Ourselves
Requesting That Which Would Enrich Life
Taking Responsibility For Our Feelings
Identifying and Expressing Feelings
Communication That Blocks Compassion
Problem Solving: Take The Lead
Expression: Speak For Yourself With Clarity
Learning: Listen From The Inside Out
Getting Started: Begin From The Third Story
What’s Your Purpose: When to Raise It and When To Let Go
Ground Your Identity: Ask Yourself What’s At Stake
Have Your Feelings Or They Will Have You
Abandon Blame: Map The Contribution
Punishment for Improving Cooperation
Bentham and Kant: Bias Towards Reason as a Root of Morality
Self-Esteem, Cheating, Voting and Confirmation Bias
When Does an Elephant Listen to Reason?
Deontologists vs Utilitarianists
Brains Evaluate Instantly and Constantly
Does Reason Exist to Serve The Passions? Or Vice Versa?
Sociocentrism vs Individualism Part 2
Sociocentrism vs Individualism
Morality vs Social Conventions
Punishment for Improving Cooperation
Bentham and Kant: Bias Towards Reason as a Root of Morality
Self-Esteem, Cheating, Voting and Confirmation Bias
When Does an Elephant Listen to Reason?
Deontologists vs Utilitarianists
Brains Evaluate Instantly and Constantly
Does Reason Exist to Serve The Passions? Or Vice Versa?
Sociocentrism vs Individualism Part 2
Sociocentrism vs Individualism
Morality vs Social Conventions
Negotiations - The Coursera Treatment 2: Seidel
Ten Questions People Ask About Getting To Yes
What If They Use Dirty Tactics?
What If They Are More Powerful? Protecting Yourself
Insist On Using Objective Criteria
Invent Options For Mutual Gain
Focus on Interests, Not Positions
Separate The People From The Problem
Negotiations - The Coursera Treatment
Opening and Making Concessions
Punishment for Improving Cooperation
Bentham and Kant: Bias Towards Reason as a Root of Morality
Self-Esteem, Cheating, Voting and Confirmation Bias
When Does an Elephant Listen to Reason?
Deontologists vs Utilitarianists
Brains Evaluate Instantly and Constantly
\(z\) Tests and Confidence Intervals for a Difference Between Two Population Means
Some Comments on Selecting a Test Procedure
Tests Concerning a Population Proportion
Confidence Intervals For The Variance and Standard Deviation of a Normal Distribution
Intervals for Non-Normal Distributions
A Prediction Interval for a Single Future Value For a Normal Distribution
Intervals Based on a Normal Population Distribution: The T-Distribution
The T-Distribution: The T-Distribution
Large Sample Confidence Intervals for a Population Mean and Proportion
Basic Properties of Confidence Intervals
The Distribution of a Linear Combination
Introduction to Table Based Methods
Sequential Evaluation of Polynomials
Polynomials With Exact Representable Coefficients
Introduction to Polynomial Approximations In Finite Precision
Accurately Computing Supremum Norms
Least Maximum Polynomial Approximations
Least Squares Polynomial Approximations
Introduction to The Classical Theory of Polynomial or Rational Approximations
Manipulating Double or Triple Word Numbers
A Little Structure Goes a Long Way
Step Nine: Fake It Till You Make It
Step Eight: Commit To Improvement
Step Seven: Diagnose Your Weakness
Step Five: Create Your Personal Success Wheel
Step Four: Broaden Your Goal Setting Strategy
Step Three: Practicing The Art of The Long Slow Dinner
Step Two: Find Your Lifeline Relationships
Problem Solving: Take The Lead
Expression: Speak For Yourself With Clarity
Learning: Listen From The Inside Out
Getting Started: Begin From The Third Story
What’s Your Purpose: When to Raise It and When To Let Go
Ground Your Identity: Ask Yourself What’s At Stake
Have Your Feelings Or They Will Have You
Abandon Blame: Map The Contribution
Expressive Appreciation in Nonviolent Communication
Liberating Ourselves and Counseling Others
Conflict Resolution and Mediation
Connecting Compassionately With Ourselves
Requesting That Which Would Enrich Life
Taking Responsibility For Our Feelings
Identifying and Expressing Feelings
Properties For Deriving Validated Running Error Bounds
Evaluation of the Error of an FMA
Multiplication by an Arbitrary Precision Constant with an FMA
Newton-Raphson Based Square Root With FMA
Possible Double Rounding in Division Algorithms
Using The Newton Iteration For Correctly Rounded Division With FMA
Variants of the Newton Raphson Iteration
Computation of Residuals of Division and Square Root With an FMA
Sequential Evaluation of Polynomials
Polynomials With Exact Representable Coefficients
Introduction to Polynomial Approximations In Finite Precision
Accurately Computing Supremum Norms
Least Maximum Polynomial Approximations
Least Squares Polynomial Approximations
Introduction to The Classical Theory of Polynomial or Rational Approximations
A Confidence Interval For The Median
Confidence Intervals For The Variance and Standard Deviation of a Normal Distribution
Intervals for Non-Normal Distributions
A Prediction Interval for a Single Future Value For a Normal Distribution
Intervals Based on a Normal Population Distribution: The T-Distribution
Large Sample Confidence Intervals for a Population Mean and Proportion