Index

absolute error
Measures of Error
acceleration
The meaning of the
accuracy
no title
addition
matrix
Addition of Matrices
aims
Aims
anti-symmetric matrix
Terminology
area
surface
Surfaces of Revolution
Argand diagram
The Argand Diagram
associativity
Properties of Matrix Algebra
augmented matrix
Calculating Inverses
back substitution
Gaussian Reduction
binomial coefficients
The Binomial Theorem
Binomial Theorem
The Binomial Theorem
books
Books
cardioid
Parametric Differentiation
centre of gravity
Centroids
centroid
Centroids
chain rule
THE CHAIN RULE | Parametric Differentiation
channel tunnel
Measures of Error
column vector
Terminology
commute
Properties of Matrix Algebra
Complementary Function
The Inhomogeneous Case
complex
conjugate
Complex Conjugates
number
Complex Numbers
plane
The Argand Diagram
quadratics
The Arithmetic of Complex
complex matrix
The Fourier Matrix
complex number
Introduction
constant coefficients
Linear Differential Equations
constant of integration
The Constant of Integration
course aims
Aims
critical point
Introduction
cycloid
Lengths of Curves
de Moivre's Theorem
De Moivre's Theorem
decimal places
Decimal Places
degree
Partial Fractions | Polynomials
derivative
The Derivative
higher
Higher Derivatives
second
Higher Derivatives
third
Higher Derivatives
determinant
Determinants | Determinants
diagonal
Terminology
diagonal matrix
Terminology
differentiation
implicit
Introduction
echelon form
Gaussian Reduction
elementary matrix
Calculating Inverses
error
Measures of Error
absolute
Measures of Error
expensive
Measures of Error
percentage
Measures of Error
relative
Measures of Error
exponential function
The Exponential Function
factor
Polynomials
factorial
The Binomial Theorem
fast fourier transfrom
Rapid convolution and the
FFT
Rapid convolution and the
formula
reduction
Reduction Formulas
Fourier Matrix
The Fourier Matrix
fractions
partial
Partial Fractions
function
The Definite Integral
exponential
The Exponential Function
functions
inverse trig
The inverse trig functions
Gaussian reduction
Gaussian Reduction
higher derivative
Higher Derivatives
homogeneous
Linear Differential Equations
identity matrix
Terminology
imaginary
Introduction
imaginary part
Complex Conjugates
implicit differentiation
Introduction
indefinite integral
Indefinite Integrals
inhomogeneous
Linear Differential Equations
integral
indefinite
Indefinite Integrals
integrand
Indefinite Integrals | The technique
integration
Introduction
constant of
The Constant of Integration
inverse matrix
Inverses of Matrices
inverse trig functions
The inverse trig functions
j
Introduction
powers of
Powers of j.
laws of indices
Powers
learning objectives
Learning Outcomes
limits of integration
The Definite Integral
linear differential equation
Linear Differential Equations
linear systems
Linear Systems of Equations
linear transformation
Origins of the Definition
local maximum
Introduction
local minimum
Introduction
logarithm
Log and Exp
MAPLE
Calculating Inverses
MATLAB
Calculating Inverses
matrix
Introduction
addition
Addition of Matrices
anti-symmetric
Terminology
augmented
Calculating Inverses
diagonal
Terminology
element
Introduction
elementary
Calculating Inverses
identity
Terminology
inverse
Inverses of Matrices
multiplication
Multiplication of Matrices | Relating Scalar and Matrix
skew-symmetric
Terminology
subtraction
Subtraction of Matrices
symmetric
Terminology
unitary
The Fourier Matrix
upper triangular
Gaussian Reduction
zero
Terminology
matrix multiplication
Relating Scalar and Matrix
minor
Determinants
modulus - argument form
Modulus and Argument
multiple root
Polynomials
multiplication
scalar
Relating Scalar and Matrix
multiplication matrix
Multiplication of Matrices
multiplication scalar
Multiplication by a Number
multiplicity
Polynomials
Natural Logarithms
The derivative of log
Newton quotient
The Derivative
nonsense
dangerous
Accuracy of Calculations
notation
scientific
Scientific Notation
number
The Definite Integral
complex
Complex Numbers
numeric quantities
Numbers
objectives
Learning Outcomes
Partial Fractions
Partial Fractions
Particular Integral
The Inhomogeneous Case
percentage error
Measures of Error
pivoting
Calculating Inverses
points of inflexion
Introduction
polar form
Modulus and Argument
polynomial
Partial Fractions | Polynomials
primitive
Indefinite Integrals
product rule
PRODUCTS
purely imaginary
Complex Conjugates
quadratic formula
Introduction
quantities
numeric
Numbers
quotient rule
QUOTIENTS
real matrices
The Fourier Matrix
real part
Complex Conjugates
reduction
Gaussian Reduction
Gaussian
Gaussian Reduction
reduction formula
Reduction Formulas
relative error
Measures of Error
remainder theorem
Polynomials
root
Polynomials
roots of unity
The Roots of Unity
rotation
The Fourier Matrix
rounding
Decimal Places | Scientific Notation
row operations
Calculating Inverses
row vector
Terminology
rule
chain
THE CHAIN RULE
product
PRODUCTS
quotient
QUOTIENTS
sum
SUMS
scalar
multiplication
Multiplication by a Number
scalar multiplication
Relating Scalar and Matrix
scalars
Relating Scalar and Matrix
scientific notation
Scientific Notation | Scientific Notation
second derivative
Higher Derivatives
second order
Linear Differential Equations
significant digits
Scientific Notation
simple root
Polynomials
skew-symmetric matrix
Terminology
square roots
Square Roots
stationary point
Introduction
subtraction
matrix
Subtraction of Matrices
sum rule
SUMS
summation notation
Summations
surface area
Surfaces of Revolution
symmetric matrix
Terminology
teacher
redundant
These Notes
third derivative
Higher Derivatives
transpose
Terminology
trial function
The Inhomogeneous Case
truncating
Scientific Notation
truncation
Decimal Places
tutorials
Managing Your Learning
variable of integration
Indefinite Integrals
vector
column
Terminology
row
Terminology
zero matrix
Terminology



Ian Craw 2003-12-15