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members:jroland [2018/06/11 09:20] jroland [Publications] |
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==== Short biography ==== | ==== Short biography ==== | ||
* Born in Brussels in 1976. | * Born in Brussels in 1976. | ||
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==== Publications ==== | ==== Publications ==== | ||
<html> | <html> | ||
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<tr valign="top"> | <tr valign="top"> | ||
<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="LLN+18">1</a>] | + | [<a name="ARW18">1</a>] |
+ | </td> | ||
+ | <td class="bibtexitem"> | ||
+ | Atul Singh Arora, Jérémie Roland, and Stephan Weis. | ||
+ | Quantum weak coin flipping. | ||
+ | <em>arXiv e-prints</em>, arXiv:1811.02984, 2018. | ||
+ | [ <a href="http://arxiv.org/abs/1811.02984">arXiv</a> ] | ||
+ | |||
+ | </td> | ||
+ | </tr> | ||
+ | |||
+ | |||
+ | <tr valign="top"> | ||
+ | <td align="right" class="bibtexnumber"> | ||
+ | [<a name="BAKR18">2</a>] | ||
+ | </td> | ||
+ | <td class="bibtexitem"> | ||
+ | Kishor Bharti, Atul Singh Arora, Leong Chuan Kwek, and Jérémie Roland. | ||
+ | A simple proof of uniqueness of the KCBS inequality. | ||
+ | <em>arXiv e-prints</em>, arXiv:1811.05294, 2018. | ||
+ | [ <a href="http://arxiv.org/abs/1811.05294">arXiv</a> ] | ||
+ | |||
+ | </td> | ||
+ | </tr> | ||
+ | |||
+ | |||
+ | <tr valign="top"> | ||
+ | <td align="right" class="bibtexnumber"> | ||
+ | [<a name="CNR18">3</a>] | ||
+ | </td> | ||
+ | <td class="bibtexitem"> | ||
+ | Shantanav Chakraborty, Leonardo Novo, and Jérémie Roland. | ||
+ | Finding a marked node on any graph by continuous time quantum walk. | ||
+ | <em>arXiv e-prints</em>, arXiv:1807.05957, 2018. | ||
+ | [ <a href="http://arxiv.org/abs/1807.05957">arXiv</a> ] | ||
+ | |||
+ | </td> | ||
+ | </tr> | ||
+ | |||
+ | |||
+ | <tr valign="top"> | ||
+ | <td align="right" class="bibtexnumber"> | ||
+ | [<a name="LLN+18">4</a>] | ||
</td> | </td> | ||
<td class="bibtexitem"> | <td class="bibtexitem"> | ||
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<tr valign="top"> | <tr valign="top"> | ||
<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="FJKL+16">2</a>] | + | [<a name="FJKL+16">5</a>] |
</td> | </td> | ||
<td class="bibtexitem"> | <td class="bibtexitem"> | ||
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<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="LLN+16">3</a>] | + | [<a name="LLN+16">6</a>] |
</td> | </td> | ||
<td class="bibtexitem"> | <td class="bibtexitem"> | ||
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<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="BR15">4</a>] | + | [<a name="BR15">7</a>] |
</td> | </td> | ||
<td class="bibtexitem"> | <td class="bibtexitem"> | ||
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<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="KLL+15">5</a>] | + | [<a name="KLL+15">8</a>] |
</td> | </td> | ||
<td class="bibtexitem"> | <td class="bibtexitem"> | ||
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<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="FJKL+15">6</a>] | + | [<a name="FJKL+15">9</a>] |
</td> | </td> | ||
<td class="bibtexitem"> | <td class="bibtexitem"> | ||
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<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="KMOR15">7</a>] | + | [<a name="KMOR15">10</a>] |
</td> | </td> | ||
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<td align="right" class="bibtexnumber"> | <td align="right" class="bibtexnumber"> | ||
- | [<a name="MR15-IJQI">8</a>] | + | [<a name="MR15-IJQI">11</a>] |
</td> | </td> | ||
<td class="bibtexitem"> | <td class="bibtexitem"> | ||
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- | [<a name="ORR13">9</a>] | + | [<a name="ORR13">12</a>] |
</td> | </td> | ||
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- | [<a name="LR13">10</a>] | + | [<a name="LR13">13</a>] |
</td> | </td> | ||
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- | [<a name="MR13">11</a>] | + | [<a name="MR13">14</a>] |
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- | [<a name="KLL+12">12</a>] | + | [<a name="KLL+12">15</a>] |
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- | [<a name="LLR12">13</a>] | + | [<a name="LLR12">16</a>] |
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- | [<a name="LR11">14</a>] | + | [<a name="LR11">17</a>] |
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- | [<a name="ORR11">15</a>] | + | [<a name="ORR11">18</a>] |
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- | [<a name="GRR11">16</a>] | + | [<a name="GRR11">19</a>] |
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- | [<a name="AMRR11">17</a>] | + | [<a name="AMRR11">20</a>] |
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- | [<a name="dklr11">18</a>] | + | [<a name="dklr11">21</a>] |
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- | [<a name="mnrs11-sicomp">19</a>] | + | [<a name="mnrs11-sicomp">22</a>] |
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- | [<a name="kklr11">20</a>] | + | [<a name="kklr11">23</a>] |
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- | [<a name="kor10">21</a>] | + | [<a name="kor10">24</a>] |
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- | [<a name="kmor10">22</a>] | + | [<a name="kmor10">25</a>] |
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- | [<a name="akr10-pnas">23</a>] | + | [<a name="akr10-pnas">26</a>] |
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- | [<a name="kklr09">24</a>] | + | [<a name="kklr09">27</a>] |
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- | [<a name="akr09-arxiv">25</a>] | + | [<a name="akr09-arxiv">28</a>] |
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- | [<a name="dklr09">26</a>] | + | [<a name="dklr09">29</a>] |
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- | [<a name="rs09">27</a>] | + | [<a name="rs09">30</a>] |
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- | [<a name="arc06">28</a>] | + | [<a name="arc06">31</a>] |
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- | [<a name="dlr06:qudits">29</a>] | + | [<a name="dlr06:qudits">32</a>] |
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- | [<a name="mnrs06">30</a>] | + | [<a name="mnrs06">33</a>] |
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- | [<a name="ir06">31</a>] | + | [<a name="ir06">34</a>] |
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- | [<a name="ccmr05:pisa">32</a>] | + | [<a name="ccmr05:pisa">35</a>] |
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- | [<a name="dr05">33</a>] | + | [<a name="dr05">36</a>] |
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- | [<a name="rc05">36</a>] | + | [<a name="rc05">39</a>] |
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- | [<a name="roland04">37</a>] | + | [<a name="roland04">40</a>] |
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</table><hr><p><em>This file was generated by | </table><hr><p><em>This file was generated by | ||
<a href="http://www.lri.fr/~filliatr/bibtex2html/">bibtex2html</a> 1.96.</em></p> | <a href="http://www.lri.fr/~filliatr/bibtex2html/">bibtex2html</a> 1.96.</em></p> | ||
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