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📖 View Subject LaTeX Notes →CSE1001Applied Computational Mathematics • Intermediate
ACM Matrix Transformations & Eigen Vector Fields
Mathematical Model
Theory & Governing Equations
Analytical principles modeled in this interactive visualizer:
det(A - λ I) = 0, [
] [
] = λ [
]
| a | b |
| c | d |
| x |
| y |
| x |
| y |
Key Exam Concepts:
- Eigenvectors are vectors whose direction remains unchanged during a linear transformation, only scaling by factor lambda.
- Determinant represents the signed area scaling factor of the transformed unit square: det(A) = ad - bc.
⚡ Browser-Native Runtime
This simulator executes at 60 FPS directly in your browser using client SVG, HTML5 Canvas, and React state.