|
|
Line 148: |
Line 148: |
| </tr> | | </tr> |
| </table> | | </table> |
- | </div> | + | |
- | <div class="parts" style="padding: 20px 50px 20px 100px;"> | + | |
- | <div class="question" id="p5">5.Algorithm validation</div>
| + | |
- | <p>In order to confirm our algorithm is consistent with the experimental results, we use the experimental data on the MLE Cleavage with the different mismatches, and we compare our scoring results to corresponding to the experimental data , in addition find the correlation coefficient of them.</p>
| + | |
- | <p>First, we use aggregate data from single-mismatch guide RNAs for 15 EMX1 targets in literature [4](it’s relation figure is figure 2C, heatmap for relative SpCas9 cleavage efficiency for each possible RNA:DNA base pair).</p>
| + | |
- | <a href="https://static.igem.org/mediawiki/2014/f/f6/2014-UESTC-Software-F2c.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/f/f6/2014-UESTC-Software-F2c.png"></a>
| + | |
- | <p>Aggregate data from single-mismatch guide RNAs for 15 EMX1 targets [4]</p>
| + | |
- | <a href="https://static.igem.org/mediawiki/2014/a/af/2014-UESTC-Software-F2.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/a/af/2014-UESTC-Software-F2.png"></a>
| + | |
- | <p>Heatmap for relative SpCas9 cleavage efficiency for each possible RNA:DNA base pair[4].
| + | |
- | (a)We use this set of data to determine the relationship between our software score with the MLE Cleavage for single mismatch position. MATLAB program is shown below:</p>
| + | |
- | <pre style='color:#d1d1d1;background:#000000;font-size: 14px;padding:20px 0;overflow: auto;'>
| + | |
- | data<span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>load</span><span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'E:\matlab\work\igem_data.mat'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#d2cd86; '>[</span>m n<span style='color:#d2cd86; '>]</span><span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>size</span><span style='color:#d2cd86; '>(</span>data<span style='color:#d2cd86; '>.</span>dataigem<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>for</span> i<span style='color:#d2cd86; '>=</span>1<span style='color:#d2cd86; '>:</span>n
| + | |
- | ave<span style='color:#d2cd86; '>(</span>i<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>mean</span><span style='color:#d2cd86; '>(</span>data<span style='color:#d2cd86; '>.</span>dataigem<span style='color:#d2cd86; '>(</span><span style='color:#d2cd86; '>:</span><span style='color:#d2cd86; '>,</span>i<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>end</span>
| + | |
- | M<span style='color:#d2cd86; '>=</span><span style='color:#d2cd86; '>[</span>0<span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.014</span><span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.395</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.317</span><span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.389</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.079</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.445</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.508</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.613</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.851</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.732</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.828</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.615</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.804</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.685</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.583</span><span style='color:#d2cd86; '>]</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>for</span> j<span style='color:#d2cd86; '>=</span>2<span style='color:#d2cd86; '>:</span>20
| + | |
- | S<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>-</span>1<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>=</span><span style='color:#d2cd86; '>(</span>4<span style='color:#d2cd86; '>*</span><span style='color:#bb7977; '>exp</span><span style='color:#d2cd86; '>(</span>1<span style='color:#d2cd86; '>-</span>M<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>/</span><span style='color:#d2cd86; '>(</span><span style='color:#d2cd86; '>(</span>4<span style='color:#d2cd86; '>*</span>j<span style='color:#d2cd86; '>+</span>19<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>/</span>19<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>end</span>
| + | |
- | x<span style='color:#d2cd86; '>=</span>19<span style='color:#d2cd86; '>:</span><span style='color:#d2cd86; '>-</span>1<span style='color:#d2cd86; '>:</span>1<span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>subplot</span><span style='color:#d2cd86; '>(</span>1<span style='color:#d2cd86; '>,</span>2<span style='color:#d2cd86; '>,</span>1<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>stem</span><span style='color:#d2cd86; '>(</span>x<span style='color:#d2cd86; '>,</span>ave<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | title<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'The relaition between the single mismatch location and cleavage activity '</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | xlabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'location/nt'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>ylabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'cleavage activity'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>subplot</span><span style='color:#d2cd86; '>(</span>1<span style='color:#d2cd86; '>,</span>2<span style='color:#d2cd86; '>,</span>2<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>stem</span><span style='color:#d2cd86; '>(</span>x<span style='color:#d2cd86; '>,</span>S<span style='color:#d2cd86; '>,</span><span style='color:#b060b0; '>'g'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | title<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'The figure of the single mismatch location and mismatch score '</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | xlabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'location/nt'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>ylabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'score'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>figure</span><span style='color:#d2cd86; '>(</span>2<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>plot</span><span style='color:#d2cd86; '>(</span>x<span style='color:#d2cd86; '>,</span>ave<span style='color:#d2cd86; '>,</span><span style='color:#b060b0; '>'b'</span><span style='color:#d2cd86; '>,</span>x<span style='color:#d2cd86; '>,</span>S<span style='color:#d2cd86; '>,</span><span style='color:#b060b0; '>'r'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>legend</span><span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'mismatch cleavage activity'</span><span style='color:#d2cd86; '>,</span><span style='color:#b060b0; '>'mismatch score'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | title<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'The contrast figure of the single mismatch cleavage activity and mismatch score '</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | xlabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'location/nt'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>ylabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'amplitude'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | B<span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>corrcoef</span><span style='color:#d2cd86; '>(</span>ave<span style='color:#d2cd86; '>,</span>S<span style='color:#d2cd86; '>)</span><span style='color:#9999a9; '>%find the correlation coefficient</span>
| + | |
- | </pre>
| + | |
- | <p>The result and figures are:</p>
| + | |
- | <a href="https://static.igem.org/mediawiki/2014/0/02/2014-UESTC-Software-F3.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/0/02/2014-UESTC-Software-F3.png"></a><a href="https://static.igem.org/mediawiki/2014/c/c1/2014-UESTC-Software-F4.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/c/c1/2014-UESTC-Software-F4.png"></a><a href="https://static.igem.org/mediawiki/2014/6/64/2014-UESTC-Software-F5.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/6/64/2014-UESTC-Software-F5.png"></a>
| + | |
- | <p>(b) We use the similar way to determine the relationship between our software score with the MLE Cleavage for two concatenated mismatches. MATLAB program is shown below:</p>
| + | |
- | <pre style='color:#d1d1d1;background:#000000;font-size: 14px;padding:20px 0;overflow: auto;'>
| + | |
- | data<span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>load</span><span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'E:\matlab\work\data2misc.mat'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#d2cd86; '>[</span>m n<span style='color:#d2cd86; '>]</span><span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>size</span><span style='color:#d2cd86; '>(</span>data<span style='color:#d2cd86; '>.</span>data2misc<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>for</span> i<span style='color:#d2cd86; '>=</span>1<span style='color:#d2cd86; '>:</span>n
| + | |
- | ave<span style='color:#d2cd86; '>(</span>i<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>mean</span><span style='color:#d2cd86; '>(</span>data<span style='color:#d2cd86; '>.</span>data2misc<span style='color:#d2cd86; '>(</span><span style='color:#d2cd86; '>:</span><span style='color:#d2cd86; '>,</span>i<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>end</span>
| + | |
- | N<span style='color:#d2cd86; '>=</span><span style='color:#d2cd86; '>[</span>19 20<span style='color:#d2cd86; '>;</span>17 18<span style='color:#d2cd86; '>;</span>15 16<span style='color:#d2cd86; '>;</span>13 14<span style='color:#d2cd86; '>;</span>11 12<span style='color:#d2cd86; '>;</span>9 10<span style='color:#d2cd86; '>;</span>7 8<span style='color:#d2cd86; '>;</span>5 6<span style='color:#d2cd86; '>;</span>3 4<span style='color:#d2cd86; '>]</span><span style='color:#d2cd86; '>;</span><span style='color:#9999a9; '>%Mismatch position</span>
| + | |
- | M<span style='color:#d2cd86; '>=</span><span style='color:#d2cd86; '>[</span>0<span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.014</span><span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.395</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.317</span><span style='color:#d2cd86; '>,</span>0<span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.389</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.079</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.445</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.508</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.613</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.851</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.732</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.828</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.615</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.804</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.685</span><span style='color:#d2cd86; '>,</span><span style='color:#009f00; '>0.583</span><span style='color:#d2cd86; '>]</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>for</span> j<span style='color:#d2cd86; '>=</span>1<span style='color:#d2cd86; '>:</span>n
| + | |
- | d0<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>mean</span><span style='color:#d2cd86; '>(</span>N<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>,</span><span style='color:#d2cd86; '>:</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | S<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>=</span><span style='color:#d2cd86; '>(</span><span style='color:#bb7977; '>exp</span><span style='color:#d2cd86; '>(</span>1<span style='color:#d2cd86; '>-</span>M<span style='color:#d2cd86; '>(</span>N<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>,</span>1<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>+</span><span style='color:#bb7977; '>exp</span><span style='color:#d2cd86; '>(</span>1<span style='color:#d2cd86; '>-</span>M<span style='color:#d2cd86; '>(</span>N<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>,</span>2<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>/</span><span style='color:#d2cd86; '>(</span><span style='color:#d2cd86; '>(</span>4<span style='color:#d2cd86; '>*</span>d0<span style='color:#d2cd86; '>(</span>j<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>+</span>19<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>/</span>19<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#e66170; font-weight:bold; '>end</span>
| + | |
- | x<span style='color:#d2cd86; '>=</span>1<span style='color:#d2cd86; '>:</span>n<span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>subplot</span><span style='color:#d2cd86; '>(</span>1<span style='color:#d2cd86; '>,</span>2<span style='color:#d2cd86; '>,</span>1<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>stem</span><span style='color:#d2cd86; '>(</span>x<span style='color:#d2cd86; '>,</span>ave<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | title<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'The two concatenated mismatches cleavage activity '</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | xlabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'The serial number'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>ylabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'cleavage activity'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>subplot</span><span style='color:#d2cd86; '>(</span>1<span style='color:#d2cd86; '>,</span>2<span style='color:#d2cd86; '>,</span>2<span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | <span style='color:#bb7977; '>stem</span><span style='color:#d2cd86; '>(</span>x<span style='color:#d2cd86; '>,</span>S<span style='color:#d2cd86; '>,</span><span style='color:#b060b0; '>'g'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | title<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'The two concatenated mismatches score '</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | xlabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'The serial number'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>ylabel<span style='color:#d2cd86; '>(</span><span style='color:#b060b0; '>'score'</span><span style='color:#d2cd86; '>)</span><span style='color:#d2cd86; '>;</span>
| + | |
- | B<span style='color:#d2cd86; '>=</span><span style='color:#bb7977; '>corrcoef</span><span style='color:#d2cd86; '>(</span>ave<span style='color:#d2cd86; '>,</span>S<span style='color:#d2cd86; '>)</span> <span style='color:#9999a9; '>%find the correlation coefficient</span>
| + | |
- | </pre>
| + | |
- | <p>The result and figures are:</p>
| + | |
- | <a href="https://static.igem.org/mediawiki/2014/8/80/2014-UESTC-Software-F6.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/8/80/2014-UESTC-Software-F6.png"></a><a href="https://static.igem.org/mediawiki/2014/8/84/2014-UESTC-Software-F7.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/8/84/2014-UESTC-Software-F7.png"></a>
| + | |
- | <p>(c) We use the similar way like (b)(just change N in MATLAB program) to determine the relationship between our software score with the MLE Cleavage for <span class="green">two interspaced mismatches</span>. The MATLAB program result and figures are:</p>
| + | |
- | <a href="https://static.igem.org/mediawiki/2014/b/bc/2014-UESTC-Software-F8.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/b/bc/2014-UESTC-Software-F8.png"></a><a href="https://static.igem.org/mediawiki/2014/c/cf/2014-UESTC-Software-F9.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/c/cf/2014-UESTC-Software-F9.png"></a>
| + | |
- | <p>(d) We use the similar way like (b) (just change N and S(j) (according to the Smm formula)in MATLAB program) to determine the relationship between our software score with the MLE Cleavage for <span class="green">three concatenated mismatches</span>. The MATLAB program result and figures are:</p>
| + | |
- | <a href="https://static.igem.org/mediawiki/2014/5/55/2014-UESTC-Software-F10.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/5/55/2014-UESTC-Software-F10.png"></a><a href="https://static.igem.org/mediawiki/2014/5/52/2014-UESTC-Software-F11.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/5/52/2014-UESTC-Software-F11.png"></a>
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- | <p>(e) We use the similar way like (b) (just change N and S(j) (according to the Smm formula)in MATLAB program) to determine the relationship between our software score with the MLE Cleavage for three interspaced mismatches. The MATLAB program result and figures are:</p>
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- | <a href="https://static.igem.org/mediawiki/2014/3/32/2014-UESTC-Software-F12.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/3/32/2014-UESTC-Software-F12.png"></a><a href="https://static.igem.org/mediawiki/2014/c/c2/2014-UESTC-Software-F13.png" target="_blank"><img src="https://static.igem.org/mediawiki/2014/c/c2/2014-UESTC-Software-F13.png"></a>
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- | <p>In summary, the correlation coefficient of the above-mentioned five different conditions (single mismatch, two concatenated mismatches, two interspaced mismatches, three concatenated mismatches and three interspaced mismatches) respectively are: 0.8840, 0.8902, 0.7688, 0.8566, 0.6092. The correlation coefficients are all over 0.6, and three correlation coefficients are over 0.85. In some extent, this result demonstrated the validity and availability of our scoring algorithm.</p>
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| <p><ul><b>Reference:</b> | | <p><ul><b>Reference:</b> |
| <li>[1] Wang, T., Wei, J. J., Sabatini, D. M., & Lander, E. S. (2014). Genetic screens in human cells using the CRISPR-Cas9 system. Science, 343(6166), 80-84.</li> | | <li>[1] Wang, T., Wei, J. J., Sabatini, D. M., & Lander, E. S. (2014). Genetic screens in human cells using the CRISPR-Cas9 system. Science, 343(6166), 80-84.</li> |
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| <div id="go3" class="go" style="width: 120px;text-align: left;">3.Scoring algorithm</div> | | <div id="go3" class="go" style="width: 120px;text-align: left;">3.Scoring algorithm</div> |
| <div id="go4" class="go" style="width: 120px;text-align: left;">4.Algorithm illustration</div> | | <div id="go4" class="go" style="width: 120px;text-align: left;">4.Algorithm illustration</div> |
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| </div> | | </div> |
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