Problem 2130. Orthonormal matrix
You decide whether any given matrix is an orthonormal matrix or not.
If each column in a matrix is perpendicular to the others, the matrix is orthonormal. Also each column in the matrix must be a unit vector.
Example
a = [1 0 0; 0 1 0; 0 0 1] is an orthonormal matrix
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Linear Algebra
- 15 Problems
- 53 Finishers
- Column norms of a matrix
- linear least squares fitting
- System of equations
- Linear system of equations
- Solve the set of simultaneous linear equations
- Combined Ages 1 - Symmetric, n = 3
- Combined Ages 2 - Symmetric, n ≥ 3
- Combined Ages 3 - Non-symmetric, n ≥ 3
- Combined Ages 4 - Non-symmetric with multiples, n ≥ 3
- Outer product of multiple vectors
- Determine if input is a valid AHP evaluation matrix
- Is this matrix orthogonal?
- Orthonormal matrix
- Nilpotent matrix
- Projector Matrix
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