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bisymmetric

Bisymmetric vs Null - What's the difference?

bisymmetric | null |


As an adjective bisymmetric

is (mathematics|of a square matrix) symmetric about both of its main diagonals.

As a noun null is

zero, nil; the cardinal number before einn.

Terms vs Bisymmetric - What's the difference?

terms | bisymmetric |


As a noun terms

is .

As an adjective bisymmetric is

(mathematics|of a square matrix) symmetric about both of its main diagonals.

Bisymmetry vs Bisymmetric - What's the difference?

bisymmetry | bisymmetric | Related terms |

Bisymmetry is a related term of bisymmetric.


As a noun bisymmetry

is (mathematics) the property of being bisymmetric.

As an adjective bisymmetric is

(mathematics|of a square matrix) symmetric about both of its main diagonals.

Bisymmetrical vs Bisymmetric - What's the difference?

bisymmetrical | bisymmetric | Related terms |

Bisymmetrical is a related term of bisymmetric.


As an adjective bisymmetric is

(mathematics|of a square matrix) symmetric about both of its main diagonals.

Diagonal vs Bisymmetric - What's the difference?

diagonal | bisymmetric |


As adjectives the difference between diagonal and bisymmetric

is that diagonal is (geometry) joining two nonadjacent vertices (of a polygon or polyhedron) while bisymmetric is (mathematics|of a square matrix) symmetric about both of its main diagonals.

As a noun diagonal

is something arranged diagonally or obliquely.