A 58-Addition, Rank-23 Scheme for General 3x3 Matrix Multiplication
Analysis
This article presents a new algorithm for 3x3 matrix multiplication, aiming for efficiency by reducing the number of additions required. The focus is on optimizing the computational complexity of this fundamental linear algebra operation. The use of 'rank-23' suggests an attempt to minimize the number of multiplications, which is a common strategy in this field.
Key Takeaways
- •Presents a new algorithm for 3x3 matrix multiplication.
- •Focuses on reducing the number of additions (58 additions).
- •Employs a rank-23 scheme, likely minimizing multiplications.
- •Aims to improve the efficiency of a fundamental linear algebra operation.
Reference
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