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1
Textbook of Tensor Calculus and Differential Geometry
PHI Learning Private Limited
Prasun Kumar Nayak
tensor
surface
vector
curvature
ordinates
covariant
ordinate
components
a11
a22
curves
tensors
solution
ϕ
metric
δs
ds2
symmetric
a12
aαβ
equation
vectors
prove
bαβ
riemannian
du2
fundamental
du1
first
contravariant
f12
plane
orthogonal
symbols
g11
christoffel
g22
geodesic
equations
dxi
sin2
parametric
b11
λi
geometry
uα
b22
b12
invariant
defined
Anno:
2012
Lingua:
english
File:
PDF, 3.03 MB
I tuoi tag:
5.0
/
4.5
english, 2012
2
微分几何例题详解和习题汇编
高等教育出版社
陈维桓
fæ
ϕ
gauss
ũ
κ2
ṽ
r̃
κ1
αβ
ufæ
s̃
4æ
cos2
dθ
sin2
α2
κ0
uγ
τ02
c̃
ds2
ω12
ω13
θ0
λ2
frenet
κg
g̃
κ20
ω23
cosh
dω
du2
duβ
ũ2
u0f
τ0
2π
dudv
codazzi
ẽ
γα
avid_
r02
κn
ω21
2θ
gαβ
uβ
α1
Anno:
2010
Lingua:
chinese
File:
PDF, 6.85 MB
I tuoi tag:
0
/
0
chinese, 2010
3
Differential geometry and physics
Lugo G.
vector
vectors
forms
tangent
dx2
differential
dx3
dx1
equation
surface
linear
curvature
map
functions
components
fundamental
curves
function
dxi
product
equations
uα
coordinates
proposition
dxj
metric
theorem
xα
α0
coordinate
κ2
covariant
orthogonal
plane
tensor
duα
matrix
calculus
dimension
euclidean
speed
α00
θi
κn
ds2
products
aω
defined
notation
surfaces
Anno:
2006
Lingua:
english
File:
PDF, 335 KB
I tuoi tag:
0
/
0
english, 2006
4
Differential Geometry in Physics (Lecture Notes)
Gabrile Lugo
Gabrile Lugo
vector
vectors
forms
tangent
dx2
differential
dx3
dx1
equation
surface
linear
curvature
map
functions
components
fundamental
curves
dxi
function
product
equations
uα
coordinates
proposition
dxj
metric
theorem
xα
coordinate
α0
κ2
covariant
orthogonal
plane
tensor
matrix
calculus
dimension
duα
euclidean
speed
α00
θi
κn
ds2
products
aω
defined
notation
surfaces
Anno:
2006
Lingua:
english
File:
PDF, 364 KB
I tuoi tag:
0
/
0
english, 2006
5
Введение в теорию изгибаний. Двумерные поверхности в трёхмерном пространстве
ЮФУ
Климентов С.Б.
δl
ϕ
d̄
χk
const
ϕk
δ1
ψk
ri0
rα
ψi
ds2
dσ
u20
α2
b22
u10
rij
y12
y21
α1
oxy
δ1ψ
b12
γ2
ρk
kα
γαij
ϕ2
ϕi
2π
ruv
rvv
ψα
ω1
b11
btij
c1u
du2
pb2
αl
βγ
γ1
γl
1bij
bik
du1
du1du2
duiduj
r12,12
Anno:
2014
Lingua:
russian
File:
PDF, 1.30 MB
I tuoi tag:
0
/
0
russian, 2014
6
Введение в теорию изгибаний. Двумерные поверхности в трёхмерном евклидовом пространстве.
Южный Федеральный Университет
Климентов С.Б.
δl
ϕ
d̄
χk
const
ϕk
δ1
ψk
ri0
rα
ψi
ds2
dσ
u20
α2
b22
u10
rij
y12
y21
α1
oxy
δ1ψ
b12
γ2
ρk
kα
γαij
ϕ2
ϕi
2π
ruv
rvv
ψα
ω1
b11
btij
c1u
du2
pb2
αl
βγ
γ1
γl
1bij
bik
du1
du1du2
duiduj
r12,12
Anno:
2014
Lingua:
russian
File:
PDF, 1.43 MB
I tuoi tag:
0
/
0
russian, 2014
1
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