object Simplex2PTest extends App
The Simplex2PTest
object is used to test the Simplex2P
class.
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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
- def test1(): Unit
Test case 1: Phase I solution - not needed Phase II solution x = (1/3, 0, 13/3), x_B = (0, 2, 4), f = -17
Test case 1: Phase I solution - not needed Phase II solution x = (1/3, 0, 13/3), x_B = (0, 2, 4), f = -17
- See also
Linear Programming and Network Flows, Example 3.9
- def test2(): Unit
Test case 2: Phase I solution x = (.5, 1.5), x_B = (0, 1, 4), f = 0 Phase II solution x = (0, 3), x_B = (1, 2, 3), f = -6
Test case 2: Phase I solution x = (.5, 1.5), x_B = (0, 1, 4), f = 0 Phase II solution x = (0, 3), x_B = (1, 2, 3), f = -6
- See also
Linear Programming and Network Flows, Example 4.3 Negative values for b indicate a '>=' constraint.
- def test3(): Unit
Test case 3: Phase I solution x = (2, 0, 4), x_B = (0, 2, 5), f = 0 Phase II solution x = (2, 0, 4), x_B = (0, 2, 5), f = 36
Test case 3: Phase I solution x = (2, 0, 4), x_B = (0, 2, 5), f = 0 Phase II solution x = (2, 0, 4), x_B = (0, 2, 5), f = 36
- See also
college.cengage.com/mathematics/larson/elementary_linear/4e/shared/downloads/c09s4.pdf Negative values for b indicate a '>=' constraint.
- def test4(): Unit
Test case 4: Phase I solution - not needed Phase II solution x = (2/3, 10/3, 0), x_B = (0, 1, 5), f = -22/3
Test case 4: Phase I solution - not needed Phase II solution x = (2/3, 10/3, 0), x_B = (0, 1, 5), f = -22/3
- See also
Linear Programming and Network Flows, Example 5.2
- def test5(): Unit
Test case 5: Phase I solution x = (4/5, 8/5), x_B = (0, 1), f = 0 Phase II solution x = (4/5, 8/5), x_B = (0, 1), f = 8.8
Test case 5: Phase I solution x = (4/5, 8/5), x_B = (0, 1), f = 0 Phase II solution x = (4/5, 8/5), x_B = (0, 1), f = 8.8
- See also
Linear Programming and Network Flows, Example 6.14
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