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)
Z przykrością zawiadamiamy, że 15 marca, w wieku 79 lat odszedł Profesor Franz Oberwinkler.
Profesor Oberwinkler urodził się w 1939 roku w Bad Rechenhall w Górnej Bawarii, doktoryzował się na Uniwersytecie Monachijskim, pracował wiele lat na Uniwersytecie w Tybindze. Pod koniec lat sześćdziesiątych XX w. był ekspertem pracującym dla Latynoamerykańskiego Instytutu Leśnego (Instituto Forestal Latino-Americano) w Mérida w Wenezueli. Był wybitnym mykologiem specjalizującym się w badaniach grzybów zarówno wielkoowocnikowych jak i mikroskopijnych – głównie pasożytów roślin. Jego podstawowym zainteresowaniem badawczym były grzyby z typu Basidiomycota. Zajmował się ich morfologią, ekologią i ewolucją. Napisał wiele artykułów przeglądowych o tematyce mykologicznej. Wiele lat szefował Ogrodowi Botanicznemu przy Uniwersytecie w Tybindze. W 2002 roku założył i był pierwszym redaktorem europejskiego pisma mykologicznego Mycological Progress. Jest autorem ponad 500 publikacji naukowych. Za działalność naukową i organizacyjną otrzymał liczne nagrody i wyróżnienia – między innymi medal de Bary’ego na IX kongresie IMA (International Mycological Association), w Edynburgu w 2010. Wiele grzybów nosi nazwy gatunkowe na jego cześć – między innymi: Amanita oberwinklerana, Sphaerobasidioscypha oberwinkleri, Thecaphora oberwinkleri, Uromyces oberwinklerianus. Szczególnym upamiętnieniem jego osoby jest rodzaj Oberwinkleria zaproponowany przez Vánky’ego i R. Bauera (Mycotaxon, 1995).