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Leucoagaricus gongylophorus

Known as: Attamyces bromatificus, Attamyces bromatificus Kreisel, Leucocoprinus gongylophorus 
National Institutes of Health

Papers overview

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2019
2019
MARKOV’S PRINCIPLE, MARKOV’S RULE AND THE NOTION OF CONSTRUCTIVE PROOF
In [34] Georg Kreisel reflected at length on Church’s Thesis CT, the principle proposed in 1936 by Alonzo Church ([9]) as a… 
2018
2018
Draft genome sequence of Trametes villosa (Sw.) Kreisel CCMB561, a tropical white-rot Basidiomycota from the semiarid region of Brazil
2018
2018
Health and Survival of Moon Jellies (Aurelia Aurita) in Hand-Built Pseudo-Kreisel Aquaria
Jellies are typically considered difficult organisms to raise in the lab by many scientists. This is due to their requirements… 
2018
2018
Sixteen gasteromycetes collected in Cuba 50 years ago.
Sixteen species of gasteromycetes were identified in 50-year old collections from Cuba, including five species new to this island… 
2017
2017
Sprache. In S. Andresen, C. Hunner-Kreisel, & S. Fries (Eds.), Erziehung. Ein interdisziplinäres Handbuch (pp. 162-169). Stuttgart: Metzler.
2011
2011
Evaluation du potentiel insecticide et antifongique sur Acromyrmex octospinosus (Reich) d'une sélection de plantes à usages etnopharmacologiques TRAMIL
Les attines sont des fourmis champignonnistes dans la zone allant des Etats-Unis a l'Argentine en passant par la Caraibe. Les deg… 
2004
2004
Photoionisation asymmetrischer Kreisel: Struktur und Dynamik molekularer Radikale und Kationen
2003
2003
A gregarious, mycophagous, myrmecophilous moth, Amydria anceps Walsingham (Lepidoptera: Acrolophidae), living in Atta mexicana (F. Smith) (Hymenoptera: Formicidae) spent fungal culture accumulations
The lepidopteran Amydria anceps Walsingham (Acrolophidae) is reported for the first time as a myrmecophile. Its gregarious larvae… 
1988
1988
On a unification problem related to Kreisel's conjecture
1975
1975
Failure of completeness properties of intuitionistic predicate logic for constructive models : (preliminary report)
We consider a principle of constructivity RED which states that every decidable predicate over the natural numbers is (weakly… 
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