Видео с ютуба Number Of Independent Components In A Skew-Symmetric Tensor Of Rank-2

Tensor Analysis, Lec.-6(Edition Version)(Symmetric & Skew Symmetric Tensors)

Tensor Analysis, Lec.-6(Edition Version)(Symmetric & Skew Symmetric Tensors)
Tensor Analysis- Lecture-6,by Dr. D.N.Garain, For Maths & Physics(B.Sc,M.Sc) & Engineering Students.

Tensor Analysis- Lecture-6,by Dr. D.N.Garain, For Maths & Physics(B.Sc,M.Sc) & Engineering Students.
The number of independent components of the symmetric tensor Aij with indices i,j =1,2,3 is

The number of independent components of the symmetric tensor Aij with indices i,j =1,2,3 is
A symmetric tensor of rank two has only n(n+1)/2 different components in n-dimensional space. Tensor

A symmetric tensor of rank two has only n(n+1)/2 different components in n-dimensional space. Tensor
In an n-dimentional space a covariant skew-symmetric tensor of second order has at most 1/2(n(n-1))

In an n-dimentional space a covariant skew-symmetric tensor of second order has at most 1/2(n(n-1))
an anti-symmetric tensor Pij with indices from 1 to 5. number of independent components of tensor

an anti-symmetric tensor Pij with indices from 1 to 5. number of independent components of tensor
Tensor(Skew-Symmetric) - B.Sc-3rd

Tensor(Skew-Symmetric) - B.Sc-3rd
K-SET previous year question and solutions 2020 paper II physical science @ tumkur university

K-SET previous year question and solutions 2020 paper II physical science @ tumkur university
Tensor Analysis (Lecture 9) ।। Completely or Fully Anti-symmetric Tensor

Tensor Analysis (Lecture 9) ।। Completely or Fully Anti-symmetric Tensor
Independent components of the Riemann tensor

Independent components of the Riemann tensor
Lecture 14_Tensor 2

Lecture 14_Tensor 2
Derive Formula for finding number of components of Riemann Tensor in n-dimension.

Derive Formula for finding number of components of Riemann Tensor in n-dimension.
Mathematical Physics - Tensor Analysis : Symmetric Tensors

Mathematical Physics - Tensor Analysis : Symmetric Tensors
prove that Symmetry tensor of rank two has almost N(N+1)/2 different components in Vn.|| Lec 12

prove that Symmetry tensor of rank two has almost N(N+1)/2 different components in Vn.|| Lec 12
A symmetric tensor of rank two has almost n(n+1)/2 different components in Vn| tensor calculas

A symmetric tensor of rank two has almost n(n+1)/2 different components in Vn| tensor calculas
Skew symmetric tensors

Skew symmetric tensors
symmetric tensor | symmetric tensor has n(n+1)/2 components |tensor analysis Msc maths by Hd sir

symmetric tensor | symmetric tensor has n(n+1)/2 components |tensor analysis Msc maths by Hd sir
mth623|mth 623 lecture 38|38 Symmetric and anti symmetric tensors

mth623|mth 623 lecture 38|38 Symmetric and anti symmetric tensors