object Simplex2PTest extends App
The Simplex2PTest
object is used to test the Simplex2P
class.
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def
test(a: MatrixD, b: VectorD, c: VectorD): Unit
Test the Simplex2P Algorithm for solving Linear Programming problems.
Test the Simplex2P Algorithm for solving Linear Programming problems.
- a
the constraint matrix
- b
the limit/RHS vector
- c
the cost vector
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def
test1(): Unit
Test case 1: Phase I solution - not needed Phase II solution x = (9, 9, 4), x_B = (0, 1, 2, 3, 6), f = 22
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def
test2(): Unit
Test case 2: Phase I solution - not needed Phase II solution x = (12, 28), x_B = (0, 1, 4), f = 800
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def
test3(): Unit
Test case 3: Phase I solution - not needed Phase II solution x = (1, 0, 1, 0), x_B = (0, 2, 4), f = 1
Test case 3: Phase I solution - not needed Phase II solution x = (1, 0, 1, 0), x_B = (0, 2, 4), f = 1
- See also
Cycles if you choose most positive objective function coefficient.
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def
test4(): Unit
Test case 4: Phase I solution - not needed Phase II solution - no solution
Test case 4: Phase I solution - not needed Phase II solution - no solution
- See also
There is no solution since the LP is UNBOUNDED.
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def
test5(): Unit
Test case 5: Phase I solution x = (4, 0), x_B = (0, 2), f = 0 Phase II solution x = (4, 4), x_B = (0, 1, 5), f = 12
Test case 5: Phase I solution x = (4, 0), x_B = (0, 2), f = 0 Phase II solution x = (4, 4), x_B = (0, 1, 5), f = 12
- See also
Use -b_i to indicate a ">=" constraint (e.g., b_1 = -8).
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def
test6(): Unit
Test case 6: Phase I solution x = (4, 0), x_B = (0, 2), f = 0 Phase II solution x = (0, 5), x_B = (0, 1, 5), f = 40
Test case 6: Phase I solution x = (4, 0), x_B = (0, 2), f = 0 Phase II solution x = (0, 5), x_B = (0, 1, 5), f = 40
- See also
Use -b_i to indicate a ">=" constraint (e.g., b_4 = -5).
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(Since version 2.11.0) the delayedInit mechanism will disappear