solve unecessary use of inv function #12
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juliohm
requested changes
Nov 1, 2021
src/transforms/eigenanalysis.jl
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| S = V * inv(Λ) | ||
| S, inv(S) | ||
| λₛ = sqrt.(λ) | ||
| Λᵢ = Diagonal(1 ./ λₛ) |
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Be consistent. In other parts of the code you use ^-1 to represent inverse matrices, and here you use i.
src/transforms/eigenanalysis.jl
Outdated
| S, inv(S) | ||
| λₛ = sqrt.(λ) | ||
| Λᵢ = Diagonal(1 ./ λₛ) | ||
| Λₛ = Diagonal(λₛ) |
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Can we just use \Lambda = Diagonal(sqrt.(\lambda)) and the corresponding inverse?
juliohm
approved these changes
Nov 1, 2021
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Try to fix #10.
All tests passing locally (not considering that image test that passes/don't aleatory)