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Ingo Blechschmidt
Researcher at University of Bern
Publications - 6
Citations - 180
Ingo Blechschmidt is an academic researcher from University of Bern. The author has contributed to research in topics: Trace fossil & Thermoluminescence dating. The author has an hindex of 3, co-authored 4 publications receiving 147 citations.
Papers
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Journal ArticleDOI
Monsoon triggered formation of Quaternary alluvial megafans in the interior of Oman
TL;DR: In this article, a combination of remote sensing, lithological analyses and luminescence dating is used to interpret the complex aggradation history of the Quaternary alluvial fans from the interior of Oman in the context of independent regional climate records.
Journal ArticleDOI
Late Pleistocene palaeolake in the interior of Oman: a potential key area for the dispersal of anatomically modern humans out-of-Africa?
Thomas M. Rosenberg,Thomas M. Rosenberg,Frank Preusser,Ingo Blechschmidt,Dominik Fleitmann,Dominik Fleitmann,Reto Jagher,Albert Matter +7 more
TL;DR: The palaeolake at Saiwan as discussed by the authors was found to have a maximum surface of 1400 km2 and a maximum depth of about 25 m. Optically stimulated luminescence (OSL) and thermally transferred OSL dating indicate that it existed between 132 and 104
Journal ArticleDOI
A highly diverse ichnofauna in late triassic deep-sea fan deposits of oman
TL;DR: In this article, the authors encountered a highly diverse ichnofauna within the deep-sea fan deposits of the Upper Triassic Al Ayn Formation in Oman and found that the diversity of the Triassic represents a time of low diversity in the deep sea.
Journal ArticleDOI
Omanichnus and Vitichnus—Two New Graphoglyptid Ichnogenera from Upper Triassic Deep-Sea Fan Deposits in Oman
TL;DR: Omanichnus virgatus et al. as discussed by the authors found two new graphoglyptid ichnogenera in the Upper Triassic turbiditic deep-sea fan deposits in Oman.
Book ChapterDOI
Maximal Ideals in Countable Rings, Constructively
Ingo Blechschmidt,Peter Schuster +1 more
TL;DR: The existence of a maximal ideal in a general nontrivial commutative ring is tied together with the axiom of choice in this paper , where the negation interpretation of negation is used to prove that the quotient ring is a residue field and with strong discreteness a geometric field.