Канал: Prof Ghrist Math

CalcGREEN 2 : Ch. 6.4 : The Stability Criterion for Equilibria

CalcGREEN 2 : Ch. 6.4 : The Stability Criterion for Equilibria

CalcGREEN 2 : Ch 6.3 : Visualizing ODEs

CalcGREEN 2 : Ch 6.3 : Visualizing ODEs

CalcGREEN 2 : Ch. 6.2 : Types of Equilibria

CalcGREEN 2 : Ch. 6.2 : Types of Equilibria

CalcGREEN 2 : Ch. 6.1 : Nonlinear ODEs, oh no

CalcGREEN 2 : Ch. 6.1 : Nonlinear ODEs, oh no

CalcGREEN 2 : Ch. 6 : Equilibria & Linearization

CalcGREEN 2 : Ch. 6 : Equilibria & Linearization

CalcGREEN 2 : Ch. 5.4 : Nonlinear ODEs & Series

CalcGREEN 2 : Ch. 5.4 : Nonlinear ODEs & Series

CalcGREEN 2 : Ch. 5 : THE BIG PICTURE

CalcGREEN 2 : Ch. 5 : THE BIG PICTURE

CalcGREEN 2 : Ch. 5.3 : Simple Harmonic Example

CalcGREEN 2 : Ch. 5.3 : Simple Harmonic Example

CalcGREEN 2 : Ch. 5.2 : Exponential Example

CalcGREEN 2 : Ch. 5.2 : Exponential Example

CalcGREEN 2 : Ch. 5.1 : Taylor Time

CalcGREEN 2 : Ch. 5.1 : Taylor Time

CalcGREEN 2 : Ch. 5 : Series & ODEs

CalcGREEN 2 : Ch. 5 : Series & ODEs

CalcGREEN 2 : Ch. 4.4 : So Many ODEs

CalcGREEN 2 : Ch. 4.4 : So Many ODEs

CalcGREEN 2 : Ch. 4 : THE BIG PICTURE

CalcGREEN 2 : Ch. 4 : THE BIG PICTURE

CalcGREEN 2 : Ch. 4.3 : Stirred Tank Redux

CalcGREEN 2 : Ch. 4.3 : Stirred Tank Redux

CalcGREEN 2 : Ch. 4.2 : Integrating Factors

CalcGREEN 2 : Ch. 4.2 : Integrating Factors

CalcGREEN 2 : Ch. 4.1 : Challenging ODEs

CalcGREEN 2 : Ch. 4.1 : Challenging ODEs

CalcGREEN 2 : Ch. 4 : Challenging ODEs

CalcGREEN 2 : Ch. 4 : Challenging ODEs

CalcGREEN 2 : Ch. 3 : THE BIG PICTURE

CalcGREEN 2 : Ch. 3 : THE BIG PICTURE

CalcGREEN 2 : Ch. 3.6 : Existence of Solutions

CalcGREEN 2 : Ch. 3.6 : Existence of Solutions

FTDA 1.6 : COMPLEXES : Metric Data

FTDA 1.6 : COMPLEXES : Metric Data

FTDA 1.5 : COMPLEXES : Subdivision

FTDA 1.5 : COMPLEXES : Subdivision

FTDA 1.4 : COMPLEXES : Maps

FTDA 1.4 : COMPLEXES : Maps

FTDA 1.3 : COMPLEXES : Realization

FTDA 1.3 : COMPLEXES : Realization

FTDA 1.2 : COMPLEXES : Subcomplexes

FTDA 1.2 : COMPLEXES : Subcomplexes

FTDA 1.1 : COMPLEXES : Combinatorics

FTDA 1.1 : COMPLEXES : Combinatorics

FTDA : INTRO to TOPOLOGICAL DATA ANALYSIS

FTDA : INTRO to TOPOLOGICAL DATA ANALYSIS

CalcGREEN 2 : Ch. 3.5 : Nonautonomous Separable ODEs

CalcGREEN 2 : Ch. 3.5 : Nonautonomous Separable ODEs

CalcGREEN 2 : Ch. 3.4 : Towards Nonlinear ODEs

CalcGREEN 2 : Ch. 3.4 : Towards Nonlinear ODEs

CalcGREEN 2 : Ch. 3.3 : Affine ODEs in Practice

CalcGREEN 2 : Ch. 3.3 : Affine ODEs in Practice

CalcGREEN 2 : Ch. 3.2 : Affine ODEs and Integration

CalcGREEN 2 : Ch. 3.2 : Affine ODEs and Integration

CalcGREEN 2 : Ch. 3.1 : Integrating the Linear ODE

CalcGREEN 2 : Ch. 3.1 : Integrating the Linear ODE

CalcGREEN 2 : Ch. 3 : Separable ODEs

CalcGREEN 2 : Ch. 3 : Separable ODEs

CalcGREEN 2 : Ch. 2 : THE BIG PICTURE

CalcGREEN 2 : Ch. 2 : THE BIG PICTURE

CalcGREEN 2 : Ch. 2.5 : The Root of all Complexities

CalcGREEN 2 : Ch. 2.5 : The Root of all Complexities

CalcGREEN 2 : Ch. 2.4 : Simple Harmonic Oscillator Redux

CalcGREEN 2 : Ch. 2.4 : Simple Harmonic Oscillator Redux

CalcGREEN 2 : Ch. 2.3 : Differential Operators & Linear ODEs

CalcGREEN 2 : Ch. 2.3 : Differential Operators & Linear ODEs

CalcGREEN 2 : Ch. 2.2 : 2nd Order Linear ODEs

CalcGREEN 2 : Ch. 2.2 : 2nd Order Linear ODEs

CalcGREEN 2 : Ch. 2 : Linear ODEs

CalcGREEN 2 : Ch. 2 : Linear ODEs

CalcGREEN 2 : Ch. 2.1 : Using the Linear ODE

CalcGREEN 2 : Ch. 2.1 : Using the Linear ODE

CalcGREEN 2 : Ch. 1 : THE BIG PICTURE

CalcGREEN 2 : Ch. 1 : THE BIG PICTURE

CalcGREEN 2 : Ch. 1.5 : A Linear Differential Equation

CalcGREEN 2 : Ch. 1.5 : A Linear Differential Equation

CalcGREEN 2 : Ch. 1.4 : Differential Equations

CalcGREEN 2 : Ch. 1.4 : Differential Equations

CalcGREEN 2 : Ch. 1.3 : Useful Integration?

CalcGREEN 2 : Ch. 1.3 : Useful Integration?

CalcGREEN 2 : Ch. 1.2 : That +C

CalcGREEN 2 : Ch. 1.2 : That +C

CalcGREEN 2 : Ch. 1.1 : Anti-Differentiation

CalcGREEN 2 : Ch. 1.1 : Anti-Differentiation

CalcGREEN 2 : Ch. 1 : The Indefinite Integral

CalcGREEN 2 : Ch. 1 : The Indefinite Integral

FTDA : Teaser trailer

FTDA : Teaser trailer

CalcGREEN 2 : TEASER

CalcGREEN 2 : TEASER

AppDynSys : Chaos : Cantor sets

AppDynSys : Chaos : Cantor sets

CalcGREEN 1 : Ch. 10.5 : BONUS! Big-O in Mathematics

CalcGREEN 1 : Ch. 10.5 : BONUS! Big-O in Mathematics

CalcGREEN 1 : Ch. 17.5 : BONUS! The Shift Operator

CalcGREEN 1 : Ch. 17.5 : BONUS! The Shift Operator

CalcGREEN 1 : Ch. 17 : THE BIG PICTURE

CalcGREEN 1 : Ch. 17 : THE BIG PICTURE

CalcGREEN 1 : Ch. 17.4 : Powers of Operators

CalcGREEN 1 : Ch. 17.4 : Powers of Operators

CalcGREEN 1 : Ch. 17.3 : Using Other Operators

CalcGREEN 1 : Ch. 17.3 : Using Other Operators

CalcGREEN 1 : Ch. 17.2 : Infinite Power Tower

CalcGREEN 1 : Ch. 17.2 : Infinite Power Tower

CalcGREEN 1 : Ch. 17.1 : Logarithmic Differentiation

CalcGREEN 1 : Ch. 17.1 : Logarithmic Differentiation

CalcGREEN 1 : Ch. 17 : The Differentiation Operator

CalcGREEN 1 : Ch. 17 : The Differentiation Operator

CalcGREEN 1 : Ch. 16.5 : Elasticity of Demand

CalcGREEN 1 : Ch. 16.5 : Elasticity of Demand

CalcGREEN 1 : Ch. 16 : THE BIG PICTURE

CalcGREEN 1 : Ch. 16 : THE BIG PICTURE

CalcGREEN 1 : Ch. 16.4 : Marginal Rate of Substitution

CalcGREEN 1 : Ch. 16.4 : Marginal Rate of Substitution

CalcGREEN 1 : Ch. 16.3 : Relative Rates

CalcGREEN 1 : Ch. 16.3 : Relative Rates

CalcGREEN 1 : Ch. 16.2 : Implicit Differentiation

CalcGREEN 1 : Ch. 16.2 : Implicit Differentiation

CalcGREEN 1 : Ch. 16.1 : What is dx?

CalcGREEN 1 : Ch. 16.1 : What is dx?

CalcGREEN 1 : Ch. 16 : Differentials

CalcGREEN 1 : Ch. 16 : Differentials

CalcGREEN 1 : Ch. 15 : THE BIG PICTURE

CalcGREEN 1 : Ch. 15 : THE BIG PICTURE

CalcGREEN 1 : Ch. 15.5 : An Extreme Example

CalcGREEN 1 : Ch. 15.5 : An Extreme Example

CalcGREEN 1 : Ch. 15.4 : The Endpoints

CalcGREEN 1 : Ch. 15.4 : The Endpoints

CalcGREEN 1 : Ch. 15.6 : A Best Fit Line

CalcGREEN 1 : Ch. 15.6 : A Best Fit Line

CalcGREEN 1 : Ch. 15.3 : Beyond the Second Derivative

CalcGREEN 1 : Ch. 15.3 : Beyond the Second Derivative

CalcGREEN 1 : Ch. 15.2 : The Second Derivative Test

CalcGREEN 1 : Ch. 15.2 : The Second Derivative Test

CalcGREEN 1 : Ch. 15.1 : Critical Points & Optima

CalcGREEN 1 : Ch. 15.1 : Critical Points & Optima

CalcGREEN 1 : Ch. 15 : Optimization

CalcGREEN 1 : Ch. 15 : Optimization

CalcGREEN 1 : Ch. 14.3 : Third & Fourth Derivatives

CalcGREEN 1 : Ch. 14.3 : Third & Fourth Derivatives

CalcGREEN 1 : Ch. 14.2 : The Second Derivative

CalcGREEN 1 : Ch. 14.2 : The Second Derivative

CalcGREEN 1 : Ch. 14.4 : Our Story Thus Far

CalcGREEN 1 : Ch. 14.4 : Our Story Thus Far

CalcGREEN 1 : Ch. 14 : THE BIG PICTURE

CalcGREEN 1 : Ch. 14 : THE BIG PICTURE

CalcGREEN 1 : Ch. 14.1 : Notation for Higher Derivatives

CalcGREEN 1 : Ch. 14.1 : Notation for Higher Derivatives

CalcGREEN 1 : Ch. 14 : Higher Derivatives

CalcGREEN 1 : Ch. 14 : Higher Derivatives

CalcGREEN 1 : Ch. 13 : THE BIG PICTURE

CalcGREEN 1 : Ch. 13 : THE BIG PICTURE

CalcGREEN 1 : Ch. 13.5 : Linearization Beyond Lines

CalcGREEN 1 : Ch. 13.5 : Linearization Beyond Lines

CalcGREEN 1 : Ch. 13.4 : Newton's Method in Practice

CalcGREEN 1 : Ch. 13.4 : Newton's Method in Practice

CalcGREEN 1 : Ch. 13.3 : Newton's Method in Theory

CalcGREEN 1 : Ch. 13.3 : Newton's Method in Theory

CalcGREEN 1 : Ch. 13.2 : Quick Approximations

CalcGREEN 1 : Ch. 13.2 : Quick Approximations

CalcGREEN 1 : Ch. 12.3 : More Differentiation Rules

CalcGREEN 1 : Ch. 12.3 : More Differentiation Rules

CalcGREEN 1 : Ch. 13.1 : Recap & Linearization

CalcGREEN 1 : Ch. 13.1 : Recap & Linearization

CalcGREEN 1 : Ch. 13 : Linearization

CalcGREEN 1 : Ch. 13 : Linearization

CalcGREEN 1 : Ch. 12.5 : BONUS! Boundaries & Products

CalcGREEN 1 : Ch. 12.5 : BONUS! Boundaries & Products

CalcGREEN 1 : Ch. 12.4 : The Pattern of Derivative Rules

CalcGREEN 1 : Ch. 12.4 : The Pattern of Derivative Rules

CalcGREEN 1 : Ch. 12.2 : The Chain Rule

CalcGREEN 1 : Ch. 12.2 : The Chain Rule

CalcGREEN 1 : Ch. 12 : Derivative Rules

CalcGREEN 1 : Ch. 12 : Derivative Rules

CalcGREEN 1 : Ch. 12.1 : Linearity & the Product Rule

CalcGREEN 1 : Ch. 12.1 : Linearity & the Product Rule

CalcGREEN 1 : Ch. 12 : THE BIG PICTURE

CalcGREEN 1 : Ch. 12 : THE BIG PICTURE

CalcGREEN 1 : Ch. 11 : THE BIG PICTURE

CalcGREEN 1 : Ch. 11 : THE BIG PICTURE

CalcGREEN 1 : Ch. 11.5 : Derivatives Everywhere!

CalcGREEN 1 : Ch. 11.5 : Derivatives Everywhere!

CalcGREEN 1 : Ch. 11.4 : Rates of Change & Notation

CalcGREEN 1 : Ch. 11.4 : Rates of Change & Notation

CalcGREEN 1 : Ch. 11.3 : Computing Derivatives via Variation

CalcGREEN 1 : Ch. 11.3 : Computing Derivatives via Variation

CalcGREEN 1 : Ch. 11.2 : First Order Variation

CalcGREEN 1 : Ch. 11.2 : First Order Variation

CalcGREEN 1 : Ch. 11.1 : Definition & Interpretation of the Derivative

CalcGREEN 1 : Ch. 11.1 : Definition & Interpretation of the Derivative

CalcGREEN 1 : Ch. 11 : Derivatives Redux

CalcGREEN 1 : Ch. 11 : Derivatives Redux

CalcGREEN 1 : Ch. 10 : THE BIG PICTURE

CalcGREEN 1 : Ch. 10 : THE BIG PICTURE

CalcGREEN 1 : Ch. 10.6 : O(n) to the Future

CalcGREEN 1 : Ch. 10.6 : O(n) to the Future

CalcGREEN 1 : Ch. 10.4 : Big-O & Computational Complexity

CalcGREEN 1 : Ch. 10.4 : Big-O & Computational Complexity

CalcGREEN 1 : Ch. 10.3 : Rules for Big-O Algebra

CalcGREEN 1 : Ch. 10.3 : Rules for Big-O Algebra

CalcGREEN 1 : Ch. 10.2 : Big-O Trash Can

CalcGREEN 1 : Ch. 10.2 : Big-O Trash Can

CalcGREEN 1 : Ch. 10.1 : Big-O & Inequality

CalcGREEN 1 : Ch. 10.1 : Big-O & Inequality

CalcGREEN 1 : Ch. 10 : BIG-O Analysis

CalcGREEN 1 : Ch. 10 : BIG-O Analysis

CalcGREEN 1 : Ch. 9 : THE BIG PICTURE

CalcGREEN 1 : Ch. 9 : THE BIG PICTURE

CalcGREEN 1 : Ch. 9.6 : The Past & Future of Big-O

CalcGREEN 1 : Ch. 9.6 : The Past & Future of Big-O

CalcGREEN 1 : Ch. 9.5 : What is Big-O of What?

CalcGREEN 1 : Ch. 9.5 : What is Big-O of What?

CalcGREEN 1 : Ch. 9.4 : The Big O

CalcGREEN 1 : Ch. 9.4 : The Big O

CalcGREEN 1 : Ch. 9.3 : Shrinking to Zero

CalcGREEN 1 : Ch. 9.3 : Shrinking to Zero

CalcGREEN 1 : Ch. 9.2 : Hierarchies of Growth

CalcGREEN 1 : Ch. 9.2 : Hierarchies of Growth

CalcGREEN 1 : Ch. 9.1 : Growing to Infinity

CalcGREEN 1 : Ch. 9.1 : Growing to Infinity

CalcGREEN 1 : Ch. 9 : Orders of Growth

CalcGREEN 1 : Ch. 9 : Orders of Growth

CalcGREEN 1 : Ch. 1.5 : Special Function Zoo

CalcGREEN 1 : Ch. 1.5 : Special Function Zoo

CalcGREEN 1 : Ch. 8 : THE BIG PICTURE

CalcGREEN 1 : Ch. 8 : THE BIG PICTURE

CalcGREEN 1 : Ch. 8.5 : Towards Asymptotics

CalcGREEN 1 : Ch. 8.5 : Towards Asymptotics

CalcGREEN 1 : Ch. 8.4 : Limits at Infinity & l'Hopital

CalcGREEN 1 : Ch. 8.4 : Limits at Infinity & l'Hopital

CalcGREEN 1 : Ch. 8.3 : L'Hopital vs. Taylor

CalcGREEN 1 : Ch. 8.3 : L'Hopital vs. Taylor

CalcGREEN 1 : Ch. 8.2 : L'Hopital via Taylor

CalcGREEN 1 : Ch. 8.2 : L'Hopital via Taylor

CalcGREEN 1 : Ch. 8.1 : The What & When of L'Hopital's Rule

CalcGREEN 1 : Ch. 8.1 : The What & When of L'Hopital's Rule

CalcGREEN 1 : Ch. 8 : l'Hopital's Rule

CalcGREEN 1 : Ch. 8 : l'Hopital's Rule

CalcGREEN 1 : Ch. 7 : THE BIG PICTURE

CalcGREEN 1 : Ch. 7 : THE BIG PICTURE

CalcGREEN 1 : Ch. 7.6 : Limits at Infinity

CalcGREEN 1 : Ch. 7.6 : Limits at Infinity

CalcGREEN 1 : Ch. 7.5 : Taylor Series & Improper Limits

CalcGREEN 1 : Ch. 7.5 : Taylor Series & Improper Limits

CalcGREEN 1 : Ch. 7.4 : Limit Rules

CalcGREEN 1 : Ch. 7.4 : Limit Rules

CalcGREEN 1 : Ch. 7.3 :Continuity & Discontinuity

CalcGREEN 1 : Ch. 7.3 :Continuity & Discontinuity

CalcGREEN 1 : Ch. 7.2 : Using the Limit Definition

CalcGREEN 1 : Ch. 7.2 : Using the Limit Definition

CalcGREEN 1 : Ch. 7.1 : Limit Intuition & Definition

CalcGREEN 1 : Ch. 7.1 : Limit Intuition & Definition

CalcGREEN 1 : Ch. 7 : Taylor Series & Limits

CalcGREEN 1 : Ch. 7 : Taylor Series & Limits

CalcGREEN 1 : Ch. 6 : THE BIG PICTURE

CalcGREEN 1 : Ch. 6 : THE BIG PICTURE

CalcGREEN 1 : Ch. 6.5 : Approximating Sqrt(10)

CalcGREEN 1 : Ch. 6.5 : Approximating Sqrt(10)

CalcGREEN 1 : Ch. 6.4 : Taylor Approximation

CalcGREEN 1 : Ch. 6.4 : Taylor Approximation

CalcGREEN 1 : Ch. 6.3 : Natural Log about a=1

CalcGREEN 1 : Ch. 6.3 : Natural Log about a=1

CalcGREEN 1 : Ch. 6.2 : Taylor Expansion Formula

CalcGREEN 1 : Ch. 6.2 : Taylor Expansion Formula

CalcGREEN 1 : Ch. 6.1 : The Virtue of Shifting

CalcGREEN 1 : Ch. 6.1 : The Virtue of Shifting

CalcGREEN 1 : Ch. 6 : Expansion Points

CalcGREEN 1 : Ch. 6 : Expansion Points

CalcGREEN 1 : Ch. 5 : THE BIG PICTURE

CalcGREEN 1 : Ch. 5 : THE BIG PICTURE

CalcGREEN 1 : Ch. 5.6 : BONUS: Electrostatic Potentials

CalcGREEN 1 : Ch. 5.6 : BONUS: Electrostatic Potentials

CalcGREEN 1 : Ch. 5.5 : The Binomial Series

CalcGREEN 1 : Ch. 5.5 : The Binomial Series

CalcGREEN 1 : Ch. 5.4 : Examples of Convergence Issues

CalcGREEN 1 : Ch. 5.4 : Examples of Convergence Issues

CalcGREEN 1 : Ch. 5.3 : Manipulating Series

CalcGREEN 1 : Ch. 5.3 : Manipulating Series

CalcGREEN 1 : Ch. 5.2 : The Geometric Series

CalcGREEN 1 : Ch. 5.2 : The Geometric Series

CalcGREEN 1 : Ch. 5.1 : Convergence Issues

CalcGREEN 1 : Ch. 5.1 : Convergence Issues

CalcGREEN 1 : Ch. 5 : Taylor Series Convergence

CalcGREEN 1 : Ch. 5 : Taylor Series Convergence

CalcGREEN 1 : Ch. 4 : THE BIG PICTURE

CalcGREEN 1 : Ch. 4 : THE BIG PICTURE

CalcGREEN 1 : Ch. 4.5 : Problems with Taylor Expansion

CalcGREEN 1 : Ch. 4.5 : Problems with Taylor Expansion

CalcGREEN 1 : Ch. 4.4 : Derivatives of Cosh & Sinh

CalcGREEN 1 : Ch. 4.4 : Derivatives of Cosh & Sinh

CalcGREEN 1 : Ch. 4.3 : Series for SINH & COSH

CalcGREEN 1 : Ch. 4.3 : Series for SINH & COSH

CalcGREEN 1 : Ch. 4.2 : Algebraic Manipulation

CalcGREEN 1 : Ch. 4.2 : Algebraic Manipulation

CalcGREEN 1 : Ch. 4.1 : Composition & Substitution

CalcGREEN 1 : Ch. 4.1 : Composition & Substitution

CalcGREEN 1 : Ch. 4 : COMPUTING TAYLOR SERIES

CalcGREEN 1 : Ch. 4 : COMPUTING TAYLOR SERIES

CalcGREEN 1 : Ch. 3.5 : A Bessel Function

CalcGREEN 1 : Ch. 3.5 : A Bessel Function

CalcGREEN 1 : Ch. 3.4 : Polynomial Approximation

CalcGREEN 1 : Ch. 3.4 : Polynomial Approximation

CalcGREEN 1 : Ch. 3.2 : Taylor Series Definition

CalcGREEN 1 : Ch. 3.2 : Taylor Series Definition

CalcGREEN 1 : Ch. 3 : Taylor Series

CalcGREEN 1 : Ch. 3 : Taylor Series

CalcGREEN 1 : Ch. 3.1 : More Series?

CalcGREEN 1 : Ch. 3.1 : More Series?

CalcGREEN 1 : Ch. 3 : THE BIG PICTURE

CalcGREEN 1 : Ch. 3 : THE BIG PICTURE

CalcGREEN 1 : Ch. 3.3 : Verifying Taylor Expansion

CalcGREEN 1 : Ch. 3.3 : Verifying Taylor Expansion

CalcGREEN 2 : Ch. 2 : THE BIG PICTURE

CalcGREEN 2 : Ch. 2 : THE BIG PICTURE

CalcGREEN 1 : Ch. 2.1 : What is e^x?

CalcGREEN 1 : Ch. 2.1 : What is e^x?

CalcGREEN 1 : Ch. 2.2 : The Exponential Series

CalcGREEN 1 : Ch. 2.2 : The Exponential Series

CalcGREEN 1 : Ch. 2.5 : Summation Notation for Series

CalcGREEN 1 : Ch. 2.5 : Summation Notation for Series

CalcGREEN 1 : Ch. 2 : THE EXPONENTIAL FUNCTION

CalcGREEN 1 : Ch. 2 : THE EXPONENTIAL FUNCTION

CalcGREEN 1 : Ch. 2.6 : FORESHADOW of Taylor Series

CalcGREEN 1 : Ch. 2.6 : FORESHADOW of Taylor Series

CalcGREEN 1 : Ch. 2.4 : Euler's Formula & Series

CalcGREEN 1 : Ch. 2.4 : Euler's Formula & Series

CalcGREEN 1 : Ch. 2.3 : Manipulating the Exponential Series

CalcGREEN 1 : Ch. 2.3 : Manipulating the Exponential Series

CalcGREEN 1 : Ch. 1.3 : Euler & the Complex Plane

CalcGREEN 1 : Ch. 1.3 : Euler & the Complex Plane

CalcGREEN 1 : Ch. 1.2 : Exponentials, Logs, & Inverses

CalcGREEN 1 : Ch. 1.2 : Exponentials, Logs, & Inverses

CalcGREEN 1 : Ch. 1 : THE BIG PICTURE

CalcGREEN 1 : Ch. 1 : THE BIG PICTURE

CalcGREEN 1 : Ch. 1.4 : Hyperbolic Trig Functions

CalcGREEN 1 : Ch. 1.4 : Hyperbolic Trig Functions

CalcGREEN 1 : Ch. 1.1 : Polynomials & Trigonometric Fuctions

CalcGREEN 1 : Ch. 1.1 : Polynomials & Trigonometric Fuctions

CalcGREEN 1 : Ch. 1 : FUNCTIONS & FUNCTIONS

CalcGREEN 1 : Ch. 1 : FUNCTIONS & FUNCTIONS

Calculus GREEN teaser

Calculus GREEN teaser

CalcBLUE 2 : Ch. 11.2 : Examples of Linear Approximation and Error Analysis

CalcBLUE 2 : Ch. 11.2 : Examples of Linear Approximation and Error Analysis

CalcBLUE 1 : Ch. 8.1 : Position, Velocity, & Acceleration Vectors

CalcBLUE 1 : Ch. 8.1 : Position, Velocity, & Acceleration Vectors

CalcBLUE 1 : Ch. 1.3 : Parametrized Lines in 3-D

CalcBLUE 1 : Ch. 1.3 : Parametrized Lines in 3-D

CalcBLUE 4 : Ch. 13.2 : The Euler Equations

CalcBLUE 4 : Ch. 13.2 : The Euler Equations

CalcBLUE 4 : Ch. 13.3 : Kelvin's Theorem

CalcBLUE 4 : Ch. 13.3 : Kelvin's Theorem

CalcBLUE 4 : Ch. 13 : DIFFERENTIAL FORMS & FLUIDS : INTRO

CalcBLUE 4 : Ch. 13 : DIFFERENTIAL FORMS & FLUIDS : INTRO

CalcBLUE 4 : Ch. 13.1 : Perfect Fluids

CalcBLUE 4 : Ch. 13.1 : Perfect Fluids

ADS : Vol 4 : Chapter 8.2 : Subshifts of Finite Type

ADS : Vol 4 : Chapter 8.2 : Subshifts of Finite Type

ADS : Vol 4 : Chapter 8.1 : Full Shifts

ADS : Vol 4 : Chapter 8.1 : Full Shifts

ADS : Vol 4 : CHAPTER 8 : Markov Partitions

ADS : Vol 4 : CHAPTER 8 : Markov Partitions

ADS : Vol 4 : Chapter 7.4 : The Topological Conjugacy

ADS : Vol 4 : Chapter 7.4 : The Topological Conjugacy

ADS : Vol 4 : Chapter 7.3 : Proving Chaos in the Horseshoe

ADS : Vol 4 : Chapter 7.3 : Proving Chaos in the Horseshoe

ADS : Vol 4 : Chapter 7.2 : Horseshoe Itineraries

ADS : Vol 4 : Chapter 7.2 : Horseshoe Itineraries

ADS : Vol 4 : Chapter 7.1 : Recalling 1-D Symbolic Dynamics

ADS : Vol 4 : Chapter 7.1 : Recalling 1-D Symbolic Dynamics

ADS : Vol 4 : CHAPTER 7 : Symbolic Dynamics

ADS : Vol 4 : CHAPTER 7 : Symbolic Dynamics

ADS : Vol 4 : Chapter 6.4 : BONUS! Cantor Sets

ADS : Vol 4 : Chapter 6.4 : BONUS! Cantor Sets

ADS : Vol 4 : Chapter 6.3 : The Invariant Set of the Horseshoe

ADS : Vol 4 : Chapter 6.3 : The Invariant Set of the Horseshoe

ADS : Vol 4 : Chapter 6.1 : Definition of the Smale Horseshoe

ADS : Vol 4 : Chapter 6.1 : Definition of the Smale Horseshoe

ADS : Vol 4 : Chapter 6.2 : Invertibility & Equilibria of the Horseshoe

ADS : Vol 4 : Chapter 6.2 : Invertibility & Equilibria of the Horseshoe

ADS : Vol 4 : CHAPTER 6 : The Smale Horseshoe

ADS : Vol 4 : CHAPTER 6 : The Smale Horseshoe

ADS : Vol 4 : CHAPTER 5 : Chaos in 2-D maps

ADS : Vol 4 : CHAPTER 5 : Chaos in 2-D maps

ADS : Vol 4 : Chapter 5.3 : Poincare Maps & Forced Oscillators

ADS : Vol 4 : Chapter 5.3 : Poincare Maps & Forced Oscillators

ADS : Vol 4 : Chapter 5.2 : The Henon Map

ADS : Vol 4 : Chapter 5.2 : The Henon Map

ADS : Vol 4 : Chapter 5.4 : Torus Maps

ADS : Vol 4 : Chapter 5.4 : Torus Maps

ADS : Vol 4 : Chapter 5.1 : The Bouncing Ball Map

ADS : Vol 4 : Chapter 5.1 : The Bouncing Ball Map

ADS : Vol 4 : Chapter 4.4 : Sharkovski's Theorem

ADS : Vol 4 : Chapter 4.4 : Sharkovski's Theorem