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<dblpperson name="Manfred Sommer 0002" pid="s/ManfredSommer2" n="5">
<person key="homepages/s/ManfredSommer2" mdate="2014-12-17">
<author pid="s/ManfredSommer2">Manfred Sommer 0002</author>
<url>http://www.ku.de/mgf/mathematik/professurangewandte/</url>
<note type="affiliation">Catholic University of Eichst&#228;tt-Ingolstadt, Department of Mathematics</note>
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<homonyms n="2">
<h f="s/Sommer:Manfred"><name>Manfred Sommer</name>
</h>
<h f="s/Sommer_0001:Manfred"><person key="homepages/s/ManfredSommer" mdate="2017-11-17">
<author pid="s/ManfredSommer">Manfred Sommer 0001</author>
<note type="affiliation">University of Marburg, Germany</note>
<url>https://www.uni-marburg.de/fb12/arbeitsgruppen/alumni/sommer/index_html</url>
</person>
</h>
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<r><article key="journals/jat/SommerS14" mdate="2021-02-16">
<author pid="s/ManfredSommer2">Manfred Sommer 0002</author>
<author pid="73/168">Hans Strauss</author>
<title>G&#252;nther N&#252;rnberger January 13, 1948-May 11, 2013.</title>
<pages>A1-A13</pages>
<year>2014</year>
<volume>181</volume>
<journal>J. Approx. Theory</journal>
<ee type="oa">https://doi.org/10.1016/j.jat.2014.01.009</ee>
<ee>https://www.wikidata.org/entity/Q60895285</ee>
<url>db/journals/jat/jat181.html#SommerS14</url>
</article>
</r>
<r><article key="journals/jat/Sommer12" mdate="2021-02-16">
<author pid="s/ManfredSommer2">Manfred Sommer 0002</author>
<title>On the Chebyshev rank of multivariate splines in L<sup>1</sup>-approximation.</title>
<pages>1472-1495</pages>
<year>2012</year>
<volume>164</volume>
<journal>J. Approx. Theory</journal>
<number>11</number>
<ee type="oa">https://doi.org/10.1016/j.jat.2012.08.002</ee>
<url>db/journals/jat/jat164.html#Sommer12</url>
</article>
</r>
<r><article key="journals/jat/Sommer10" mdate="2021-02-16">
<author pid="s/ManfredSommer2">Manfred Sommer 0002</author>
<title>The Chebyshev rank of multivariate polynomials in L<sup>1</sup>-approximation.</title>
<pages>1484-1494</pages>
<year>2010</year>
<volume>162</volume>
<journal>J. Approx. Theory</journal>
<number>8</number>
<ee type="oa">https://doi.org/10.1016/j.jat.2010.04.003</ee>
<url>db/journals/jat/jat162.html#Sommer10</url>
</article>
</r>
<r><article key="journals/jat/Sommer03" mdate="2021-02-16">
<author pid="s/ManfredSommer2">Manfred Sommer 0002</author>
<title>Uniqueness of periodic best L<sup>1</sup>-approximations.</title>
<pages>89-109</pages>
<year>2003</year>
<volume>123</volume>
<journal>J. Approx. Theory</journal>
<number>1</number>
<ee type="oa">https://doi.org/10.1016/S0021-9045(03)00066-2</ee>
<url>db/journals/jat/jat123.html#Sommer03</url>
</article>
</r>
<r><article key="journals/adcm/SommerS96" mdate="2017-05-28">
<author pid="s/ManfredSommer2">Manfred Sommer 0002</author>
<author pid="73/168">Hans Strauss</author>
<title>A condition of Schoenberg-Whitney type for multivariate spline interpolation.</title>
<pages>381-397</pages>
<year>1996</year>
<volume>5</volume>
<journal>Adv. Comput. Math.</journal>
<number>1</number>
<ee>https://doi.org/10.1007/BF02124752</ee>
<url>db/journals/adcm/adcm5.html#SommerS96</url>
</article>
</r>
<coauthors n="1" nc="0">
<co c="-1"><na f="s/Strauss:Hans" pid="73/168">Hans Strauss</na></co>
</coauthors>
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