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First evaluation results for element-wise matrix-matrix operations
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README.md

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### Evaluation
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Matrices from [SuiteSparse matrix collection]() which we choose for evaluation.
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Matrices from [SuiteSparse matrix collection](https://sparse.tamu.edu/) which we choose for evaluation.
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<table>
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Element-wise matrix-matrix evaluation results.
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<table>
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<thead>
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<tr>
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<th rowspan="3">Matrix</th>
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<th colspan="4">Elemint-wise addition</th>
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<th colspan="2">Elemint-wise multiplication</th>
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</tr>
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<tr>
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<th colspan="2">GraphBLAS-sharp</th>
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<th rowspan="2">SuiteSparse</th>
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<th rowspan="2">CUSP</th>
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<th rowspan="2">GraphBLAS-sharp</th>
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<th rowspan="2">SuiteSparse</th>
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</tr>
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<tr>
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<th>No AtLeastOne</th>
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<th>AtLeastOne</th>
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</tr>
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</thead>
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<tbody>
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<tr>
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<td>wing</td>
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<td>4,3 ± 0,8</td>
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<td>4,3 ± 0,6</td>
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<td>2,7 ± 0,9</td>
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<td>1,5 ± 0,0</td>
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<td>3,7 ± 0,5</td>
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<td>3,5 ± 0,4</td>
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</tr>
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<tr>
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<td>luxembourg osm</td>
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<td>4,9 ± 0,7</td>
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<td>4,1 ± 0,5</td>
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<td>3,0 ± 1,1</td>
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<td>1,2 ± 0,1</td>
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<td>3,8 ± 0,6</td>
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<td>3,0 ± 0,6</td>
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</tr>
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<tr>
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<td>amazon0312</td>
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<td>22,3 ± 1,3</td>
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<td>22,1 ± 1,3</td>
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<td>33,4 ± 0,8</td>
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<td>11,0 ± 1,4</td>
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<td>18,7 ± 0,9</td>
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<td>35,7 ± 1,4</td>
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</tr>
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<tr>
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<td>amazon-2008</td>
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<td>38,7 ± 0,8</td>
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<td>39,0 ± 1,0</td>
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<td>55,9 ± 1,0</td>
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<td>19,1 ± 1,4</td>
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<td>34,5 ± 1,0</td>
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<td>58,9 ± 1,9</td>
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</tr>
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<tr>
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<td>web-Google</td>
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<td>43,4 ± 0,8</td>
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<td>43,4 ± 1,1</td>
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<td>67,2 ± 7,5</td>
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<td>21,3 ± 1,3</td>
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<td>39,0 ± 1,2</td>
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<td>66,2 ± 0,4</td>
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</tr>
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<tr>
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<td>webbase-1M</td>
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<td>63,6 ± 1,1</td>
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<td>63,7 ± 1,3</td>
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<td>86,5 ± 2,0</td>
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<td>24,3 ± 1,3</td>
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<td>54,5 ± 0,7</td>
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<td>37,6 ± 5,6</td>
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</tr>
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<tr>
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<td>cit-Patents</td>
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<td>26,9 ± 0,7</td>
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<td>26,0 ± 0,7</td>
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<td>183,4 ± 5,4</td>
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<td>10,8 ± 0,6</td>
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<td>24,3 ± 0,7</td>
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<td>162,2 ± 1,7</td>
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</tr>
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</tbody>
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</table>
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