LSE Notes MA212

Product: LSE Notes – MA212

Includes:
✔️ Comprehensive summary covering :
• Vector Spaces
• Linear Independence
• Kernel & Image, Nullity & Rank
• Similar Matrices & Diagonalisation
• Eigenvalues & Eigenvectors
• Orthogonal & Unitary Matrices
• Rotations, Reflections & Transposes
• Spectral & Singular Value Decomposition
• Leslie Matrix
• Systems of Differential Equations
• Generalised Inverse
✔️ Total of 15 pages of detailed summary

Please Note:
This LSE Notes for MA212 was carefully prepared to cover all lecture listed. While every effort has been made to ensure accuracy and completeness, some content may be partial. Refunds are not offered on this basis.