/**
* Tests the cartesian-product vector computed in the top cells of the 'The fish market stands
* last' example.
*
* @throws Exception if something bad happens
*/
@Test
public void testUnfilteredCartesianProductVectorSimpleGrammar2() throws Exception {
final SparseMatrixGrammar g =
(SparseMatrixGrammar) createGrammar(simpleGrammar2(), LeftShiftFunction.class);
// Create the parser
final P p = createParser(g, parserOptions(), configProperties());
final ParseTask parseTask =
new ParseTask(
"The fish market stands last", Parser.InputFormat.Text, g, DecodeMethod.ViterbiMax);
p.initSentence(parseTask);
final Chart chart = p.chart;
populateSimpleGrammar2Rows1_3(chart, g);
populateSimpleGrammar2Row4(chart, g);
// Row of span 5
final ChartCell cell_0_5 = chart.getCell(0, 5);
cell_0_5.updateInside(
new Production("S", "NP", "VP", -5.37528f, simpleGrammar2),
chart.getCell(0, 3),
chart.getCell(3, 5),
-5.37528f);
cell_0_5.updateInside(
new Production("TOP", "S", -5.37528f, false, simpleGrammar2), cell_0_5, null, -5.37528f);
// Finalize all chart cells
for (int i = 0; i < chart.size(); i++) {
for (int j = i + 1; j <= chart.size(); j++) {
chart.getCell(i, j).finalizeCell();
}
}
// Cross-product union for cell 0,4
SparseMatrixVectorParser.CartesianProductVector cartesianProductVector =
p.cartesianProductUnion(0, 4);
assertEquals(14, cartesianProductVector.size());
// Midpoint 1
assertEquals(
-2.890f,
cartesianProductVector.probability(
pack(g, g.mapNonterminal("DT"), g.mapNonterminal("VP|VB"))),
.001f);
assertEquals(
1,
cartesianProductVector.midpoint(
pack(g, g.mapNonterminal("DT"), g.mapNonterminal("VP|VB"))));
assertEquals(
-2.890f,
cartesianProductVector.probability(pack(g, g.mapNonterminal("DT"), g.mapNonterminal("NP"))),
.001f);
assertEquals(
1,
cartesianProductVector.midpoint(pack(g, g.mapNonterminal("DT"), g.mapNonterminal("NP"))));
// Midpoint 2
assertEquals(
-2.485f,
cartesianProductVector.probability(
pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NP|NN"))),
.001f);
assertEquals(
2,
cartesianProductVector.midpoint(
pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NP|NN"))));
assertEquals(
-4.277f,
cartesianProductVector.probability(
pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP|VB"))),
.001f);
assertEquals(
2,
cartesianProductVector.midpoint(
pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP|VB"))));
assertEquals(
-4.277f,
cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NP"))),
.001f);
assertEquals(
2,
cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NP"))));
// Midpoint 3
assertEquals(
-5.663f,
cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP"))),
.001f);
assertEquals(
3,
cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP"))));
assertEquals(
-4.277f,
cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NN"))),
.001f);
assertEquals(
3,
cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NN"))));
// assertEquals(-4.277f,
// cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VB"))),
// .001f);
// assertEquals(3, cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"),
// g.mapNonterminal("VB"))));
// Cross-product union for cell 0,5
cartesianProductVector = p.cartesianProductUnion(0, 5);
assertEquals(12, cartesianProductVector.size());
// Midpoint 3
assertEquals(
-5.37528f,
cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP"))),
.001f);
assertEquals(
3,
cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP"))));
assertEquals(
-6.474f,
cartesianProductVector.probability(
pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP|VB"))),
.001f);
assertEquals(
3,
cartesianProductVector.midpoint(
pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VP|VB"))));
assertEquals(
-6.474f,
cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NP"))),
.001f);
assertEquals(
3,
cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("NP"))));
// Midpoint 4
assertEquals(
-4.682f,
cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("RB"))),
.001f);
assertEquals(
4,
cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("RB"))));
// assertEquals(-5.375f,
// cartesianProductVector.probability(pack(g, g.mapNonterminal("NP"), g.mapNonterminal("VB"))),
// .001f);
// assertEquals(4, cartesianProductVector.midpoint(pack(g, g.mapNonterminal("NP"),
// g.mapNonterminal("VB"))));
}
/**
* Tests an imagined example cartesian-product vector (based very loosely on the computation of
* the top cell in the 'systems analyst arbitration chef' example)
*
* @throws Exception if something bad happens
*/
@Test
public void testCartesianProductVectorExample() throws Exception {
// Create the parser
final SparseMatrixGrammar g = (SparseMatrixGrammar) simpleGrammar1;
final P p = createParser(g, parserOptions(), configProperties());
final ParseTask parseTask =
new ParseTask(
"systems analyst arbitration chef",
Parser.InputFormat.Text,
g,
DecodeMethod.ViterbiMax);
p.initSentence(parseTask);
final Chart chart = p.chart;
final int nn = g.mapNonterminal("NN");
final int np = g.mapNonterminal("NP");
// Cell 0,1 contains NN (-2)
// Cell 1,4 contains NN (-3), NP (-4)
// So: 0,1 X 1,4 cross-product = NN/NN (-5,1), NN/NP (-6,1)
final ChartCell cell_0_1 = chart.getCell(0, 1);
cell_0_1.updateInside(new Production("NN", "NN", -2, false, g), cell_0_1, null, -2f);
cell_0_1.finalizeCell();
final ChartCell cell_1_3 = chart.getCell(1, 3);
final ChartCell cell_1_4 = chart.getCell(1, 4);
cell_1_4.updateInside(new Production("NN", "NN", -3f, false, g), cell_1_3, null, -3f);
cell_1_4.updateInside(new Production("NP", "NP", -4f, false, g), cell_1_3, null, -4f);
cell_1_4.finalizeCell();
// Cell 0,2 contains NN (-2), NP (-3)
// Cell 2,4 contains NN (-4), NP (-4)
// So: 0,2 X 2,4 cross-product = NN/NN (-6,2), NN/NP (-6,2), NP/NN (-7,2), NP/NP (-7,2)
final ChartCell cell_0_2 = chart.getCell(0, 2);
cell_0_2.updateInside(
new Production("NN", "NN", -2f, false, g), chart.getCell(0, 1), null, -2f);
cell_0_2.updateInside(
new Production("NP", "NP", -3f, false, g), chart.getCell(0, 1), null, -3f);
cell_0_2.finalizeCell();
final ChartCell cell_2_4 = chart.getCell(2, 4);
cell_2_4.updateInside(
new Production("NN", "NN", -4f, false, g), chart.getCell(2, 3), null, -4f);
cell_2_4.updateInside(
new Production("NP", "NP", -4f, false, g), chart.getCell(2, 3), null, -4f);
cell_2_4.finalizeCell();
// Cell 0,3 contains NP (-2)
// Cell 3,4 contains NP (-2)
// So: 0,3 X 3,4 cross-product = NP/NP (-4,3)
final ChartCell cell_0_3 = chart.getCell(0, 3);
cell_0_3.updateInside(new Production("NP", "NP", -2, false, g), chart.getCell(0, 2), null, -2f);
cell_0_3.finalizeCell();
final ChartCell cell_3_4 = chart.getCell(3, 4);
cell_3_4.updateInside(
new Production("NP", "NP", -2f, false, g), chart.getCell(3, 4), null, -2f);
cell_3_4.finalizeCell();
// So: 0,1 X 1,4 cross-product = NN/NN (-5,1), NN/NP (-6,1)
// So: 0,2 X 2,4 cross-product = NN/NN (-6,2), NN/NP (-6,2), NP/NN (-7,2), NP/NP (-7,2)
// So: 0,3 X 3,4 cross-product = NP/NP (-4,3)
// Cross-product union should be NN/NN (-5,1), NN/NP (-6,1), NP/NN (-7,2), NP/NP (-4,3)
final SparseMatrixVectorParser.CartesianProductVector crossProductVector =
p.cartesianProductUnion(0, 4);
final int[] expectedChildren =
new int[] {pack(g, nn, nn), pack(g, nn, np), pack(g, np, nn), pack(g, np, np)};
final float[] expectedProbabilities = new float[] {-5f, -6f, -7f, -4f};
final int[] expectedMidpoints = new int[] {1, 1, 2, 3};
for (int i = 0; i < expectedChildren.length; i++) {
assertEquals(
"Wrong probability #" + i,
expectedProbabilities[i],
crossProductVector.probability(expectedChildren[i]),
.01f);
assertEquals(
"Wrong midpoint #" + i,
expectedMidpoints[i],
crossProductVector.midpoint(expectedChildren[i]));
}
}