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Peter Buch (talk | contribs) →Example: Describe the last reduction of the matrix in analogy to the previous reductions. |
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Algorithm X works as follows:
# If the matrix ''A'' has no columns, the current partial solution is a valid solution; terminate successfully.
# Otherwise choose a column ''c'' ([[deterministic algorithm|deterministically]]).
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#: delete column ''j'' from matrix ''A''.
# Repeat this algorithm recursively on the reduced matrix ''A''.
The nondeterministic choice of ''r'' means that the algorithm recurses over independent subalgorithms; each subalgorithm inherits the current matrix ''A'', but reduces it with respect to a different row ''r''.
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:::{| class="wikitable"
! !! <span style="color:red">
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! ''F''
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::: Step 1—The matrix is empty, thus this branch of the algorithm terminates successfully.
::: As rows ''B'', ''D'', and ''F'' have been
::::{| class="wikitable"
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