The meaning of algebraic structures for the investigation of partial differential equations

Wolfgang Tutschke, Hung Son Le

Research output: Chapter in Book/Report/Conference proceedingChapterResearch

Original languageEnglish
Title of host publicationAlgebraic structures in partial differential equations related to complex and Clifford analysis
Place of PublicationHo Chi Minh City
PublisherHo Chi Minh City University of Education Press
Pages1-8
Edition1
Publication statusPublished - 2010

Fields of Expertise

  • Information, Communication & Computing

Treatment code (Nähere Zuordnung)

  • Basic - Fundamental (Grundlagenforschung)

Cite this

Tutschke, W., & Le, H. S. (2010). The meaning of algebraic structures for the investigation of partial differential equations. In Algebraic structures in partial differential equations related to complex and Clifford analysis (1 ed., pp. 1-8). Ho Chi Minh City: Ho Chi Minh City University of Education Press.

The meaning of algebraic structures for the investigation of partial differential equations. / Tutschke, Wolfgang; Le, Hung Son.

Algebraic structures in partial differential equations related to complex and Clifford analysis. 1. ed. Ho Chi Minh City : Ho Chi Minh City University of Education Press, 2010. p. 1-8.

Research output: Chapter in Book/Report/Conference proceedingChapterResearch

Tutschke, W & Le, HS 2010, The meaning of algebraic structures for the investigation of partial differential equations. in Algebraic structures in partial differential equations related to complex and Clifford analysis. 1 edn, Ho Chi Minh City University of Education Press, Ho Chi Minh City, pp. 1-8.
Tutschke W, Le HS. The meaning of algebraic structures for the investigation of partial differential equations. In Algebraic structures in partial differential equations related to complex and Clifford analysis. 1 ed. Ho Chi Minh City: Ho Chi Minh City University of Education Press. 2010. p. 1-8
Tutschke, Wolfgang ; Le, Hung Son. / The meaning of algebraic structures for the investigation of partial differential equations. Algebraic structures in partial differential equations related to complex and Clifford analysis. 1. ed. Ho Chi Minh City : Ho Chi Minh City University of Education Press, 2010. pp. 1-8
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