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davidcarlisledavidcarlisle
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zero and diagonal matrices
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‎intent-examples/examples.html

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Intent Examples

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<td>m*m=mtd>
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<math display='block'>
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mtable>
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mrow>
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math>
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td>
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<td>
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<math display='block'>
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<mrow intent='$m'>
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<mo>(mo>
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<mtable arg='m' intent='_diagonal:prefix(1,2,3)'>
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<mtr>
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<mtd><mn>1mn>mtd>
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<mtd><mn>0mn>mtd>
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mtr>
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mtr>
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mtable>
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<mo>)mo>
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mrow>
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math>
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td>
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<td>\begin{pmatrix} 1&0&0\\ 0&2&0\\0&0&3 \end{pmatrix}td>
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<td>diagonal matrixtd>
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tr>
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<tr>
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<td>
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<math display='block'>
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<mrow>
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td>
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<td>
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<math display='block'>
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<mrow intent='$m'>
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<mo>(mo>
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<mtable arg='m' intent='_zero_matrix:prefix(3,_by,3)'>
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<mtr>
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<mtd><mn>0mn>mtd>
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<mtd><mn>0mn>mtd>
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mtr>
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<mtr>
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mtr>
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mtable>
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<mo>)mo>
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mrow>
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math>
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td>
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<td>\begin{pmatrix} 0&0&0\\ 0&0&0\\0&0&0 \end{pmatrix}td>
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<td>zero matrixtd>
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tr>
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<tr>
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<th colspan='6'>Calculusth>
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‎intent-examples/index.html

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Intent Examples

MathCAT Version: 0.6.8-rc.2

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<td class="pad">
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<math display='block'>
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<td>
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<pre id='id-1-aea52dc77cb1d25598014536b15613d4'><a class='self' href='#id-1-aea52dc77cb1d25598014536b15613d4'>§a>
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<mrow>
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<mo>(</mo>
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</math>
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pre>
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<div class="mathcat">open paren; 3 lines, <br/>line 1; 1 0 0; <br/>line 2; 0 2 0; <br/>line 3; 0 0 3; 0div>
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<pre id='id-2-cb7001ebef9520f72bb4a1457a346833'><a class='self' href='#id-2-cb7001ebef9520f72bb4a1457a346833'>§a>
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<math <b>intent=':common'b> display='block'>
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pre>
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<div class="mathcat">open paren; 3 lines, <br/>line 1; 1 0 0; <br/>line 2; 0 2 0; <br/>line 3; 0 0 3; 0div>
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<pre id='id-2-300f4eb49bde6a89841db060a56fc912'><a class='self' href='#id-2-300f4eb49bde6a89841db060a56fc912'>§a>
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<math <b>intent=':literal'b> display='block'>
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pre>
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<div class="mathcat">open paren; table with 3 rows and 3 columns; row 1; <br/>column 1; 1, <br/>column 2; 0, <br/>column 3; 0; row 2; <br/>column 1; 0, <br/>column 2; 2, <br/>column 3; 0; row 3; <br/>column 1; 0, <br/>column 2; 0, <br/>column 3; 3; 0div>
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<td>
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<pre id='id-0-2dc2a1ee94f8009ff0e9b947d1ceb7cc'><a class='self' href='#id-0-2dc2a1ee94f8009ff0e9b947d1ceb7cc'>§a>
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<math display='block'>
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<mrow <b>intent='$m'b>>
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<mo>)</mo>
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pre>
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<div class="mathcat">diagonal 1 2 3,div>
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td>
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<td class="pad">\begin{pmatrix} 1&0&0\\ 0&2&0\\0&0&3 \end{pmatrix}td>
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<td class="pad" id="IDdiagonalmatrix"><a class="self" href="#IDdiagonalmatrix">diagonal matrixa>td>
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<pre id='id-1-ae02c5fbd25f7a6e9160f0e43fa17a0b'><a class='self' href='#id-1-ae02c5fbd25f7a6e9160f0e43fa17a0b'>§a>
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<pre id='id-2-87cd0c6567d7b011c4dc6b67aa94bc96'><a class='self' href='#id-2-87cd0c6567d7b011c4dc6b67aa94bc96'>§a>
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<math <b>intent=':common'b> display='block'>
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pre>
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<pre id='id-2-af2e821a010050a026de186940560fa2'><a class='self' href='#id-2-af2e821a010050a026de186940560fa2'>§a>
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<math <b>intent=':literal'b> display='block'>
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pre>
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<div class="mathcat">open paren; table with 3 rows and 3 columns; row 1; <br/>column 1; 0, <br/>column 2; 0, <br/>column 3; 0; row 2; <br/>column 1; 0, <br/>column 2; 0, <br/>column 3; 0; row 3; <br/>column 1; 0, <br/>column 2; 0, <br/>column 3; 0; 0div>
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<td>
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<pre id='id-0-7dd6e7ec00ae383e8aaaa6b5556d6949'><a class='self' href='#id-0-7dd6e7ec00ae383e8aaaa6b5556d6949'>§a>
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<math display='block'>
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<mrow <b>intent='$m'b>>
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<mtable <b>arg='m'b> <b>intent='_zero_matrix:prefix(3,_by,3)'b>>
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<mtr>
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<mo>)</mo>
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pre>
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<div class="mathcat">zero matrix 3 by 3,div>
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td>
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<td class="pad">\begin{pmatrix} 0&0&0\\ 0&0&0\\0&0&0 \end{pmatrix}td>
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<td class="pad" id="IDzeromatrix"><a class="self" href="#IDzeromatrix">zero matrixa>td>
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<tr>
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<th colspan='6' id="IDCalculus"><a class="self" href="#IDCalculus">Calculusa>th>
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