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<dblpperson name="G. Bonnaud" pid="86/290" n="3">
<person key="homepages/86/290" mdate="2009-06-08">
<author pid="86/290">G. Bonnaud</author>
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<r><article key="journals/cnsns/PorubovBB13" mdate="2023-10-11">
<author pid="76/8411">A. V. Porubov</author>
<author pid="63/5575">Daniel Bouche</author>
<author pid="86/290">G. Bonnaud</author>
<title>Analytical solutions to detect the scheme dispersion for the coupled nonlinear equations.</title>
<pages>2679-2688</pages>
<year>2013</year>
<volume>18</volume>
<journal>Commun. Nonlinear Sci. Numer. Simul.</journal>
<number>10</number>
<ee>https://doi.org/10.1016/j.cnsns.2013.02.012</ee>
<url>db/journals/cnsns/cnsns18.html#PorubovBB13</url>
</article>
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<r><article key="journals/tcos/PorubovBB10" mdate="2023-10-11">
<author pid="76/8411">A. V. Porubov</author>
<author pid="63/5575">Daniel Bouche</author>
<author pid="86/290">G. Bonnaud</author>
<title>Compensation of the Scheme Dispersion and Dissipation by Artificial Non-linear Additions.</title>
<pages>122-131</pages>
<year>2010</year>
<volume>7</volume>
<journal>Trans. Comput. Sci.</journal>
<ee>https://doi.org/10.1007/978-3-642-11389-5_7</ee>
<crossref>journals/tcos/2010-7</crossref>
<url>db/journals/tcos/tcos7.html#PorubovBB10</url>
</article>
</r>
<r><article key="journals/appml/BoucheBR03" mdate="2023-10-11">
<author pid="63/5575">Daniel Bouche</author>
<author pid="86/290">G. Bonnaud</author>
<author pid="60/4067">D. Ramos</author>
<title>Comparison of numerical schemes for solving the advection equation.</title>
<pages>147-154</pages>
<year>2003</year>
<volume>16</volume>
<journal>Appl. Math. Lett.</journal>
<number>2</number>
<ee>https://doi.org/10.1016/S0893-9659(03)80024-1</ee>
<url>db/journals/appml/appml16.html#BoucheBR03</url>
</article>
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<co c="0"><na f="b/Bouche:Daniel" pid="63/5575">Daniel Bouche</na></co>
<co c="0"><na f="p/Porubov:A=_V=" pid="76/8411">A. V. Porubov</na></co>
<co c="0"><na f="r/Ramos:D=" pid="60/4067">D. Ramos</na></co>
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