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1 module floatrix;
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2
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3 zeros n = new double[n];
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4 ones n = (a = zeros n; for [0..n-1] do i: a[i] := 1.0 done; a);
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5
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6 zeroMatrix rows cols = array (map \(zeros cols) [1..rows]);
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7
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8 generateMatrix f rows cols =
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9 (m = zeroMatrix rows cols;
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10 for [0..rows-1] do row:
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11 for [0..cols-1] do col:
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12 n = f row col;
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13 m[row][col] := n;
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14 done;
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15 done;
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16 m);
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17
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18 constMatrix n = generateMatrix do row col: n done;
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19
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20 randomMatrix = generateMatrix do row col: Math#random() done;
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21
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22 identityMatrix = constMatrix 1;
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23
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24 arrayWrap a is ~double[] -> array<number> = array(a);
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25
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26 width m = if length m > 0 then length (arrayWrap m[0]) else 0 fi;
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27
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28 cols = width;
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29
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30 height m = length m;
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31
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32 rows = height;
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33
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34 dimensions m = { cols = width m, rows = height m };
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35
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36 transposed m is array<~double[]> -> array<~double[]> =
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37 generateMatrix do row col: m[col][row] done (cols m) (rows m);
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38
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39 interleaved m =
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40 ({ cols, rows } = dimensions m;
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41 v = zeros (cols * rows);
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42 for [0..rows-1] do row:
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43 for [0..cols-1] do col:
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44 v[col * rows + row] := m[row][col];
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45 done;
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46 done;
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47 v);
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48
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49 deinterleaved rows v is number -> ~double[] -> 'a =
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50 generateMatrix do row col:
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51 v[rows * col + row]
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52 done rows (length (arrayWrap v) / rows);
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53
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54 {
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55 zeros, ones,
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56 generateMatrix, constMatrix, randomMatrix, zeroMatrix, identityMatrix,
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57 width, cols, height, rows, dimensions,
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58 transposed, interleaved, deinterleaved,
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59 }
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60
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