Mercury

Author: Leopold Gmelin
Publisher:
ISBN: STANFORD:36105004192451
Release Date: 1974
Genre: Chemistry, Inorganic


Tellur

Author: Leopold Gmelin
Publisher:
ISBN: UCSC:32106021099509
Release Date: 1967
Genre: Science


Manuale Hebraicum Chaldaicum

Author: Johannes Leusden
Publisher: Trajecti ad Rhenum [Utrecht] : Ex officina Balthazar Lobè, bibliopolæ, anno 1683.
ISBN: GENT:900000091677
Release Date: 1683
Genre: Aramaic language


Voices from Iran

Author: Mahnaz Kousha
Publisher: Syracuse University Press
ISBN: 0815629621
Release Date: 2002
Genre: History

Extrait de la couverture : "In the late 1990s Mahnaz Kousha interviewed fifteen women in Tehran who originally came from cities and towns throughout Iran. The youngest was 38, the eldest 50s. Extensive excerpts from their dialogues form the heart of this remarkable book. With admirable candor the women explore their relationships with their mothers, fathers, husbands, and children. They reflect the institutions of courtship and marriage and address issues of childcare, housework, and women's employement. They talk openly about their concerns, ambitions, and frustrations. Finally, they discuss everyday personal problems and the solutions they devise to cope with such difficulties. Offset by telling commentary, these conversations offer significant firsthand insights into the life experiences of the modern Iranian woman and her brave search for identity. Because it covers previously uncharted ground, this volume fills a sizable gap in the study of gender and familly relationships in Iran. Abundant footnotes on similar studies in the United States and other countries not only add sociologicyl richness, but also make the book relevant beyond Iran and the Middle East."

Numerische Behandlung partieller Differentialgleichungen

Author: Christian Großmann
Publisher: Springer-Verlag
ISBN: 351922089X
Release Date: 2005-11-25
Genre: Mathematics

Mathematiker, Naturwissenschaftler und Ingenieure erhalten mit diesem Lehrbuch eine Einführung in die numerische Behandlung partieller Differentialgleichungen. Diskutiert werden die grundlegenden Verfahren - Finite Differenzen, Finite Volumen und Finite Elemente - für die wesentlichen Typen partieller Differentialgleichungen: elliptische, parabolische und hyperbolische Gleichungen. Einbezogen werden auch moderne Methoden zur Lösung der diskreten Probleme. Hinweise auf aktuelle Software sowie zahlreiche Beispiele und Übungsaufgaben runden diese Einführung ab.