Manuals/calci/SKEWSYMMETRIC

SKEWSYMMETRIC(Order)

• $Order$ is the order of the skew symmetric matrix.

Description

• This function shows the Skew Symmetric matrix with the given order.
• Skew Symmetric is also called Anti Symmetric or Antimetric.
• A Skew Symmetric is a square matrix which satisfies the following identity $A=A^{T}$,where $A^{(}T)$ is the matrix transpose.
• If the entry in the $i^{th}$ row and $j^{th}$ column is $a_{ij}$.
• i.e. <math>A = (a_{ij}) then the skew symmetric condition is <math>a_{ij} = −a_{ji}.
• So its diagonal values are "0".