5-point star Cramer's rule (3-Dimensional Poisson Problem Poisson Problem)
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Time Complexity
$O({5}^{(n^{3})$})
Space Complexity
$O({5}^{(n^{3})})$ for sure, $O(n^{3})$ possibly??? (if super conservative) words
(For expansion by minors, each "level" of expansion requires computing and storing O(1) smaller determinants, and there are O(n^3) levels overall)
Description
Approximate?
Exact
Randomized?
No, deterministic
Model of Computation
Real RAM?
Year
1945