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Area: 102: Mathematics - General concepts and linear algebra           Index language:

Hide details for [<u>Section 102-01: Sets and operations</u>]Section 102-01: Sets and operations
102-01-01
equality
102-01-02
set
102-01-03
element of a set
102-01-04
subset
102-01-05
proper subset
102-01-06
Cartesian product
102-01-07
binary relation
102-01-08
equivalence relation
102-01-09
order relation
102-01-10
function
102-01-11
addition
102-01-12
neutral element (for addition)
102-01-13
subtraction
102-01-14
negative, noun
102-01-15
sum
102-01-16
algebraic sum
102-01-17
difference
102-01-18
multiplication
102-01-19
neutral element (for multiplication)
102-01-20
product
102-01-21
division
102-01-22
quotient
102-01-23
ratio
102-01-24
inverse, noun
102-01-25
equation
102-01-26
solution
102-01-27
identity
102-01-28
linear algebra
Hide details for [<u>Section 102-02: Numbers</u>]Section 102-02: Numbers
102-02-01
natural number
102-02-02
integer
102-02-03
rational number
102-02-04
fraction
102-02-05
real number
102-02-06
absolute value
102-02-07
exponentiation
102-02-08
power
102-02-09
complex number
102-02-10
imaginary unit
102-02-11
real part
102-02-12
imaginary part
102-02-13
imaginary number
102-02-14
conjugate
102-02-15
square root
102-02-16
modulus (of a complex number)
102-02-17
argument (of a complex number)
102-02-18
scalar (1)
102-02-19
scalar quantity
Hide details for [<u>Section 102-03: Vectors and tensors</u>]Section 102-03: Vectors and tensors
102-03-01
vector space
102-03-02
point space
102-03-03
subspace
102-03-04
vector (1)
102-03-05
linearly independent
102-03-06
linearly dependent
102-03-07
n-dimensional vector space
102-03-08
base
102-03-09
coordinate (of a vector)
102-03-10
component (of a vector)
102-03-11
dimension (of a space)
102-03-12
direction
102-03-13
Cartesian coordinates (of a point)
102-03-14
Cartesian coordinate system
102-03-15
position vector
102-03-16
bilinear form
102-03-17
scalar product
102-03-18
Hermitian product
102-03-19
Euclidean space
102-03-20
Hermitian space
102-03-21
vector quantity
102-03-22
component (of a vector quantity)
102-03-23
magnitude (of a vector)
102-03-24
Euclidean distance
102-03-25
unit vector
102-03-26
orthogonal, adj
102-03-27
orthonormal, adj
102-03-28
orthonormal base
102-03-29
angle (between two vectors)
102-03-30
right-handed trihedron
102-03-31
left-handed trihedron
102-03-32
space orientation
102-03-33
axial vector
102-03-34
polar vector
102-03-35
pseudo-scalar
102-03-36
vector product
102-03-37
determinant (of n vectors)
102-03-38
scalar triple product
102-03-39
tensor of the second order
102-03-40
tensor quantity
102-03-41
dyadic product
102-03-42
symmetric tensor
102-03-43
antisymmetric tensor
102-03-44
tensor product (of two tensors)
102-03-45
inner product (of two tensors)
102-03-46
tensor product (of a tensor and a vector)
102-03-47
inner product (of a tensor and a vector)
102-03-48
scalar product (of two tensors)
102-03-49
Kronecker tensor
Hide details for [<u>Section 102-04: Geometry</u>]Section 102-04: Geometry
102-04-01
point
102-04-02
straight line
102-04-03
straight-line segment
102-04-04
axis
102-04-05
plane
102-04-06
collinear
102-04-07
coplanar
102-04-08
parallel, adj
102-04-09
perpendicular, adj
102-04-10
projection (upon a plane)
102-04-11
projection (upon a line)
102-04-12
orthogonal projection (upon a plane)
102-04-13
orthogonal projection (upon a line)
102-04-14
angle (in geometry)
102-04-15
curve
102-04-16
closed curve
102-04-17
polygonal line
102-04-18
length (of a curve)
102-04-19
orientation (of a curve)
102-04-20
oriented curve
102-04-21
closed path
102-04-22
abscissa (along a curve)
102-04-23
tangent (to a curve), noun
102-04-24
osculating plane (of a curve)
102-04-25
normal (to a curve), noun
102-04-26
main normal (to a curve)
102-04-27
binormal (to a curve)
102-04-28
circle
102-04-29
disk
102-04-30
radian
102-04-31
surface
102-04-32
closed surface
102-04-33
area
102-04-34
tangent plane
102-04-35
normal (to a surface), noun
102-04-36
orientation (of a surface)
102-04-37
oriented surface
102-04-38
cylindrical surface
102-04-39
three-dimensional domain
102-04-40
volume
102-04-41
cylinder
102-04-42
circular cylinder
102-04-43
sphere
102-04-44
ball
102-04-45
cone
102-04-46
solid angle
102-04-47
steradian
102-04-48
symmetry
102-04-49
symmetric, adj
102-04-50
symmetry with respect to a point
102-04-51
centre of symmetry
102-04-52
symmetry with respect to a line
102-04-53
axis of symmetry
102-04-54
symmetry with respect to a plane
102-04-55
plane of symmetry
Hide details for [<u>Section 102-05: Scalar and vector fields</u>]Section 102-05: Scalar and vector fields
102-05-01
scalar line element
102-05-02
vector line element
102-05-03
line integral
102-05-04
scalar line integral oriented
102-05-05
circulation
102-05-06
scalar surface element
102-05-07
vector surface element
102-05-08
surface integral
102-05-09
flux (of a vector)
102-05-10
volume element
102-05-11
volume integral
102-05-12
field
102-05-13
scalar field
102-05-14
vector field
102-05-15
field line
102-05-16
tensor field
102-05-17
field quantity
102-05-18
nabla operator
102-05-19
gradient
102-05-20
divergence
102-05-21
solenoidal field
102-05-22
rotation
102-05-23
irrotational field
102-05-24
potential
102-05-25
equipotential, adj
102-05-26
vector potential
102-05-27
Laplacian operator
102-05-28
Laplacian, <of a scalar field>
102-05-29
Laplacian (of a vector field)
102-05-30
divergence theorem
102-05-31
Stokes theorem
102-05-32
first Green formula
102-05-33
second Green formula
Hide details for [<u>Section 102-06: Matrices</u>]Section 102-06: Matrices
102-06-01
matrix
102-06-02
type (of a matrix)
102-06-03
row matrix
102-06-04
column matrix
102-06-05
product of a matrix by a scalar
102-06-06
sum of two matrices
102-06-07
zero matrix
102-06-08
product of two matrices
102-06-09
square matrix
102-06-10
order (of a square matrix)
102-06-11
multiplication (of square matrices)
102-06-12
Kronecker delta
102-06-13
unit matrix
102-06-14
regular matrix
102-06-15
singular matrix
102-06-16
inverse of a square matrix
102-06-17
transpose matrix
102-06-18
complex conjugate matrix
102-06-19
Hermitian conjugate matrix
102-06-20
determinant (of a matrix)
102-06-21
trace
102-06-22
norm of a matrix
102-06-23
eigenvalue
102-06-24
eigenvector
102-06-25
symmetric matrix
102-06-26
orthogonal matrix
102-06-27
Hermitian matrix
102-06-28
unitary matrix
102-06-29
positive definite matrix


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