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<doi_batch_id>666666</doi_batch_id>
<timestamp>1776572971</timestamp>
<depositor>
<name>PUBLMAT</name>
<email_address>pubmat@uab.cat</email_address>
</depositor>
<registrant>Departament de Matemàtiques de la Universitat Autònoma de Barcelona</registrant>
</head>
<body>
<journal>
	<journal_metadata language="en">
	  <full_title>Publicacions Matemàtiques</full_title>
	  <issn media_type="print">0214-1493</issn>
	  <coden>pubmat</coden>
	</journal_metadata>
	<journal_issue>
	  <publication_date media_type="print">
	    <year>1980</year>
	  </publication_date>
	  <journal_volume>
	    <volume>18</volume>
	  </journal_volume>
	</journal_issue>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Sobre unicidad de la solución en un problema de filtración</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>J.</given_name>
		  <surname>Carrillo</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>11</first_page>
		<last_page>30</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_01</doi>
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	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Difusión de Arnol’d</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>C.</given_name>
		  <surname>Simó</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>31</first_page>
		<last_page>48</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_02</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_02</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Estudio cualitativo del problema de Sitnikov</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>J.</given_name>
		  <surname>Llibre</surname>
		</person_name>
		<person_name sequence="additional" contributor_role="author">
		  <given_name>C.</given_name>
		  <surname>Simó</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>49</first_page>
		<last_page>71</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_03</doi>
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	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>El método de Poincaré-Lindstedt para ecuaciones diferenciales con retardo</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>A.</given_name>
		  <surname>Casal</surname>
		</person_name>
		<person_name sequence="additional" contributor_role="author">
		  <given_name>M.</given_name>
		  <surname>Freedman</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>73</first_page>
		<last_page>80</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_04</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_04</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Familias de órbitas críticas en las familias (a) y (b) de órbitas periódicas del problema restringido, circular y plano de tres cuerpos</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>G.</given_name>
		  <surname>Gómez</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>81</first_page>
		<last_page>83</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_05</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_05</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Flujos hamiltonianos próximos al flujo geodésico de una superficie de revolución</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>J.</given_name>
		  <surname>Solà-Morales</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>85</first_page>
		<last_page>92</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_06</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_06</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Algoritmos para la resolución numérica de ciertos problemas de evolución no lineales</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>A.</given_name>
		  <surname>Bermúdez</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>93</first_page>
		<last_page>108</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_07</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_07</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Resolución numérica de problemas de control óptimo</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>C.</given_name>
		  <surname>Moreno</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>109</first_page>
		<last_page>120</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_08</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_08</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Tratamiento numérico de PVI para EDO mediante MML de coeficients variables</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>J. M.</given_name>
		  <surname>Correas</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>121</first_page>
		<last_page>136</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_09</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_09</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Un proceso de estabilización en MML con coeficientes variables</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>P. M.</given_name>
		  <surname>Aguado</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>137</first_page>
		<last_page>152</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_10</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_10</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Convolución y funciones analíticas de un número finito de operadores lineales conmutativos de $L(\Bbb C^n, \Bbb C^n)$</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>J. J.</given_name>
		  <surname>Rodríguez</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>153</first_page>
		<last_page>174</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_11</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_11</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Algunos problemas en derivadas parciales semilineales con medidas</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>J. L.</given_name>
		  <surname>Vázquez</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>175</first_page>
		<last_page>187</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_12</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_12</resource>
	  </doi_data>
	</journal_article>
	<journal_article publication_type="full_text">
	  <titles>
		<title>Estimación del conjunto de coincidencia para ciertas inecuaciones variacionales</title>
	  </titles>
	  <contributors>
		<person_name sequence="first" contributor_role="author">
		  <given_name>G.</given_name>
		  <surname>Díaz</surname>
		</person_name>
	  </contributors>
	  <publication_date>
		<month>04</month>
		<day>01</day>
		<year>1980</year>
	  </publication_date>
	  <pages>
		<first_page>189</first_page>
		<last_page>197</last_page>
	  </pages>
	  <doi_data>
		<doi>10.5565/PUBLMAT_18180_13</doi>
		<resource>http://mat.uab.cat/pubmat/articles/view_doi/10.5565/PUBLMAT_18180_13</resource>
	  </doi_data>
	</journal_article>
</journal>
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