listography: to do (ALL the math I have to learn:)

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Male, 31, From Scotland but living in AR, US. Study mathematics and German, on my own. Play Go, Starcraft. Lift weights. Like weed and Adderall. I'd be a very good rich person. But I'm not.

--edit/update--
Male, 37. Still living in AR, US. Study math and German. Sometimes lift weights. Like Adderall. Still not rich but working on it. I dunno, man.

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to do (ALL the math I have to learn:)

Calc 1
Calc 2
- Partial Fractions
- Integrals Involving Roots
- Integrals Involving Quadratics (~4 days, end: oct18)
- Integration Strategy (~5 mins, end: oct18)
- Improper Integrals (just do practice probs.)
- Comparison Test for Improper Integrals
- Approximating Definite Integrals
- Applications of Integrals
  - Arc Length
  - Surface Area
  - Center of Mass
  - Hydrostatic Pressure and Force
  - Probability
- Parametric Equations and Polar Coordinates
  - Parametric Equations and Curves
  - Tangents with Parametric Equations
  - Area with Parametric Equations
  - Arc Length with Parametric Equations
  - Surface Area with Parametric Equations
  - Polar Coordinates
  - Tangents with Polar Coordinates
  - Area with Polar Coordinates
  - Arc Length with Polar Coordinates
  - Surface Area with Polar Coordinates
  - Arc Length and Surface Area Revisited
- Sequences and Series
  - Sequences
  - More on Sequences
  - Series The Basics
  - Series Convergence/Divergence
  - Series Special Series
  - Integral Test
  - Comparison Test/Limit Comparison Test
  - Alternating Series Test
  - Absolute Convergence
  - Ratio Test Using the Ratio Test
  - Root Test Using the Root Test
  - Strategy for Series
  - Estimating the Value of a Series
  - Power Series
  - Power Series and Functions
  - Taylor Series
  - Applications of Series
  - Binomial Series
- Vectors
  - Vectors The Basics
  - Vector Arithmetic
  - Dot Product
  - Cross Product
Calc 3
- Three Dimensional Space
  - The 3-D Coordinate System
  - Equations of Lines
  - Equations of Planes
  - Quadric Surfaces
  - Functions of Several Variables
  - Vector Functions
  - Calculus with Vector Functions
  - Tangent, Normal and Binormal Vectors
  - Arc Length with Vector Functions
  - Curvature
  - Velocity and Acceleration
  - Cylindrical Coordinates
  - Spherical Coordinates
- Partial Derivatives
  - Limits
  - Partial Derivatives (already knew this)
  - Interpretations of Partial Derivatives (need equation of a line in R3 to continue)
  - Higher Order Partial Derivatives
  - Differentials
  - _ Chain Rule
  - Directional Derivatives
- Applications of Partial Derivatives
  - Tangent Planes and Linear Approximations
  - Gradient Vector, Tangent Planes and Normal Lines
  - Relative Minimums and Maximums
  - Absolute Minimums and Maximums
  - Lagrange Multipliers
- Multiple Integrals
  - Double Integrals
  - Iterated Integrals
  - Double Integrals over General Regions
  - Double Integrals in Polar Coordinates
  - Triple Integrals
  - Triple Integrals in Cylindrical Coordinates
  - Triple Integrals in Spherical Coordinates
  - Change of Variables
  - Surface Area
  - Area and Volume Revisited
- Line Integrals
  - Vector Fields
  - Line Integrals Part I
  - Line Integrals Part II
  - Line Integrals of Vector Fields
  - Fundamental Theorem for Line Integrals
  - Conservative Vector Fields
  - Green’s Theorem
  - Curl and Divergence
- Surface Integrals
  - Parametric Surfaces
  - Surface Integrals
  - Surface Integrals of Vector Fields
  - Stokes’ Theorem
  - Divergence Theorem
DE
- First Order Differential Equations
- Linear Equations
- Separable Equations
- Exact Equations
- Bernoulli Differential Equations
- Substitutions
- Intervals of Validity
- Modeling with First Order Differential Equations
- Equilibrium Solutions
- Euler’s Method
- Second Order Differential Equations
  - Basic Concepts
  - Real Roots
  - Complex Roots
  - Repeated Roots
  - Reduction of Order(don't get why it works.)
  - Fundamental Sets of Solutions(makes no fucking sense)
  - More on the Wronskian
  - Nonhomogeneous Differential Equations
  - Undetermined Coefficients
  - Variation of Parameters
  - Mechanical Vibrations
- Laplace Transforms
  - The Definition
  - Laplace Transforms
  - Inverse Laplace Transforms
  - Step Functions
  - Solving IVP’s with Laplace Transforms
  - Nonconstant Coefficient IVP’s
  - IVP’s with Step Functions
  - Dirac Delta Function
  - Convolution Integral
  - Table of Laplace Transforms
- Systems of Differential Equations
  - Review : Systems of Equations
  - Review : Matrices and Vectors
  - Review : Eigenvalues and Eigenvectors
  - Systems of Differential Equations
  - Solutions to Systems
  - Phase Plane
  - Real Eigenvalues
  - Complex Eigenvalues
  - Repeated Eigenvalues
  - Nonhomogeneous Systems
  - Laplace Transforms
  - Modeling
- Series Solutions
  - Review : Power Series
  - Review : Taylor Series
  - Series Solutions
  - Euler Equations
- Higher Order Differential Equations
  - Basic Concepts for nth Order Linear Equations
  - Linear Homogeneous Differential Equations
  - Undetermined Coefficients
  - Variation of Parameters
  - Laplace Transforms
  - Systems of Differential Equations
  - Series Solutions
- Boundary Value Problems & Fourier Series
  - Boundary Value Problems
  - Eigenvalues and Eigenfunctions
  - Periodic Functions and Orthogonal Functions
  - Fourier Sine Series
  - Fourier Cosine Series
  - Fourier Series
  - Convergence of Fourier Series
- Partial Differential Equations
- The Heat Equation
- The Wave Equation
- Terminology
- Separation of Variables
- Solving the Heat Equation
- Heat Equation with Non-Zero Temperature Boundaries
- Laplace’s Equation
- Summary of Separation of Variables
Linear Algebra
- Systems of Equations and Matrices
  - Systems of Equations
  - Solving Systems of Equations
  - Matrices
  - Matrix Arithmetic & Operations
  - Properties of Matrix Arithmetic
  - Inverse Matrices and Elementary Matrices
  - Finding Inverse Matrices
  - Special Matrices
  - LU-Decompositions
  - Systems Revisited
- Determinants
  - The Determinant Function
  - Properties of Determinants
  - The Method of Cofactors
  - Using Row Reduction to Find Determinants
  - Cramer’s Rule
- Euclidean n-space
  - Vectors
  - Dot Product & Cross Product
  - Euclidean n-Space
  - Linear Transformations
  - Examples of Linear Transformations
- Vector Spaces
  - Vector Spaces
  - Subspaces
  - Span
  - Linear Independence
  - Basis and Dimension
  - Change of Basis
  - Fundamental Subspaces
  - Inner Product Spaces
  - Orthonormal Basis
  - Least Squares
  - QR-Decomposition
  - Orthogonal Matrices
- Eigenvalues and Eigenvectors
  - Review of Determinants
  - Eigenvalues and Eigenvectors
  - Diagonalization

Yeah but that's all right?

199 to complete.

As of Oct30 2013, I've done 19 (9.5%)
As of Nov14 2013, I've done 26 (13.1%)
As of Nov17 2013, I've done 27 (13.6%) Thanks, Adderall.
As of Nov19 2013, I've done 28 (14.1%)
As of Nov22 2013, I've done 30 (15.1%)
As of Dec26 2013, I've done 39 (19.6%)

Predicted to finish on Mar 25, 2014. O_O

..then a long break where I quit. And now it's 2014!

oct 16 2012 ∞
feb 1 2014 +