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Preliminaries"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840155","https://noah.nrw/i3f/v20/4293778/canvas/4840156","https://noah.nrw/i3f/v20/4293778/canvas/4840157","https://noah.nrw/i3f/v20/4293778/canvas/4840158","https://noah.nrw/i3f/v20/4293778/canvas/4840159","https://noah.nrw/i3f/v20/4293778/canvas/4840160","https://noah.nrw/i3f/v20/4293778/canvas/4840161"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840154","@type":"sc:Range","label":"1. Semistability of pure sheaves"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840163","https://noah.nrw/i3f/v20/4293778/canvas/4840164","https://noah.nrw/i3f/v20/4293778/canvas/4840165","https://noah.nrw/i3f/v20/4293778/canvas/4840166"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840162","@type":"sc:Range","label":"2. Moduli spaces of semistable sheaves"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840168","https://noah.nrw/i3f/v20/4293778/canvas/4840169","https://noah.nrw/i3f/v20/4293778/canvas/4840170","https://noah.nrw/i3f/v20/4293778/canvas/4840171"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840167","@type":"sc:Range","label":"3. Theorem of Langton"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840173","https://noah.nrw/i3f/v20/4293778/canvas/4840174","https://noah.nrw/i3f/v20/4293778/canvas/4840175","https://noah.nrw/i3f/v20/4293778/canvas/4840176","https://noah.nrw/i3f/v20/4293778/canvas/4840177","https://noah.nrw/i3f/v20/4293778/canvas/4840178"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840172","@type":"sc:Range","label":"4. Jordan-H\u00f6lder filtrations in abelian categories"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840180","https://noah.nrw/i3f/v20/4293778/canvas/4840181"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840179","@type":"sc:Range","label":"Remarks on literature"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840183","https://noah.nrw/i3f/v20/4293778/canvas/4840185","https://noah.nrw/i3f/v20/4293778/canvas/4840186","https://noah.nrw/i3f/v20/4293778/canvas/4840188","https://noah.nrw/i3f/v20/4293778/canvas/4840189","https://noah.nrw/i3f/v20/4293778/canvas/4840191","https://noah.nrw/i3f/v20/4293778/canvas/4840192","https://noah.nrw/i3f/v20/4293778/canvas/4840193","https://noah.nrw/i3f/v20/4293778/canvas/4840195","https://noah.nrw/i3f/v20/4293778/canvas/4840196","https://noah.nrw/i3f/v20/4293778/canvas/4840197","https://noah.nrw/i3f/v20/4293778/canvas/4840198","https://noah.nrw/i3f/v20/4293778/canvas/4840199","https://noah.nrw/i3f/v20/4293778/canvas/4840200","https://noah.nrw/i3f/v20/4293778/canvas/4840201","https://noah.nrw/i3f/v20/4293778/canvas/4840203","https://noah.nrw/i3f/v20/4293778/canvas/4840204","https://noah.nrw/i3f/v20/4293778/canvas/4840205","https://noah.nrw/i3f/v20/4293778/canvas/4840206","https://noah.nrw/i3f/v20/4293778/canvas/4840207","https://noah.nrw/i3f/v20/4293778/canvas/4840208","https://noah.nrw/i3f/v20/4293778/canvas/4840209","https://noah.nrw/i3f/v20/4293778/canvas/4840211","https://noah.nrw/i3f/v20/4293778/canvas/4840212","https://noah.nrw/i3f/v20/4293778/canvas/4840213","https://noah.nrw/i3f/v20/4293778/canvas/4840214","https://noah.nrw/i3f/v20/4293778/canvas/4840215","https://noah.nrw/i3f/v20/4293778/canvas/4840216","https://noah.nrw/i3f/v20/4293778/canvas/4840217","https://noah.nrw/i3f/v20/4293778/canvas/4840218","https://noah.nrw/i3f/v20/4293778/canvas/4840219","https://noah.nrw/i3f/v20/4293778/canvas/4840220","https://noah.nrw/i3f/v20/4293778/canvas/4840221","https://noah.nrw/i3f/v20/4293778/canvas/4840223","https://noah.nrw/i3f/v20/4293778/canvas/4840224","https://noah.nrw/i3f/v20/4293778/canvas/4840225","https://noah.nrw/i3f/v20/4293778/canvas/4840226","https://noah.nrw/i3f/v20/4293778/canvas/4840227","https://noah.nrw/i3f/v20/4293778/canvas/4840228","https://noah.nrw/i3f/v20/4293778/canvas/4840230"],"ranges":["https://noah.nrw/i3f/v20/4293778/range/4840184","https://noah.nrw/i3f/v20/4293778/range/4840187","https://noah.nrw/i3f/v20/4293778/range/4840190","https://noah.nrw/i3f/v20/4293778/range/4840194","https://noah.nrw/i3f/v20/4293778/range/4840202","https://noah.nrw/i3f/v20/4293778/range/4840210","https://noah.nrw/i3f/v20/4293778/range/4840222","https://noah.nrw/i3f/v20/4293778/range/4840229"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840182","@type":"sc:Range","label":"Part 2.  p-adic neighborhood"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840185","https://noah.nrw/i3f/v20/4293778/canvas/4840186"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840184","@type":"sc:Range","label":"5. Strongly semistable reduction"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840188","https://noah.nrw/i3f/v20/4293778/canvas/4840189"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840187","@type":"sc:Range","label":"6. p-adic neighborhood for families"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840191","https://noah.nrw/i3f/v20/4293778/canvas/4840192","https://noah.nrw/i3f/v20/4293778/canvas/4840193"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840190","@type":"sc:Range","label":"7. p-adic neighborhood for smooth models"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840195","https://noah.nrw/i3f/v20/4293778/canvas/4840196","https://noah.nrw/i3f/v20/4293778/canvas/4840197","https://noah.nrw/i3f/v20/4293778/canvas/4840198","https://noah.nrw/i3f/v20/4293778/canvas/4840199","https://noah.nrw/i3f/v20/4293778/canvas/4840200","https://noah.nrw/i3f/v20/4293778/canvas/4840201"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840194","@type":"sc:Range","label":"8. Characterization of semistability"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840203","https://noah.nrw/i3f/v20/4293778/canvas/4840204","https://noah.nrw/i3f/v20/4293778/canvas/4840205","https://noah.nrw/i3f/v20/4293778/canvas/4840206","https://noah.nrw/i3f/v20/4293778/canvas/4840207","https://noah.nrw/i3f/v20/4293778/canvas/4840208","https://noah.nrw/i3f/v20/4293778/canvas/4840209"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840202","@type":"sc:Range","label":"9. Combinatorics"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840211","https://noah.nrw/i3f/v20/4293778/canvas/4840212","https://noah.nrw/i3f/v20/4293778/canvas/4840213","https://noah.nrw/i3f/v20/4293778/canvas/4840214","https://noah.nrw/i3f/v20/4293778/canvas/4840215","https://noah.nrw/i3f/v20/4293778/canvas/4840216","https://noah.nrw/i3f/v20/4293778/canvas/4840217","https://noah.nrw/i3f/v20/4293778/canvas/4840218","https://noah.nrw/i3f/v20/4293778/canvas/4840219","https://noah.nrw/i3f/v20/4293778/canvas/4840220","https://noah.nrw/i3f/v20/4293778/canvas/4840221"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840210","@type":"sc:Range","label":"10. p-adic neighborhood for non-smooth models"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840223","https://noah.nrw/i3f/v20/4293778/canvas/4840224","https://noah.nrw/i3f/v20/4293778/canvas/4840225","https://noah.nrw/i3f/v20/4293778/canvas/4840226","https://noah.nrw/i3f/v20/4293778/canvas/4840227","https://noah.nrw/i3f/v20/4293778/canvas/4840228"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840222","@type":"sc:Range","label":"11. Jet spaces"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840230"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840229","@type":"sc:Range","label":"Remarks on literature"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840232","https://noah.nrw/i3f/v20/4293778/canvas/4840234","https://noah.nrw/i3f/v20/4293778/canvas/4840235","https://noah.nrw/i3f/v20/4293778/canvas/4840236","https://noah.nrw/i3f/v20/4293778/canvas/4840237","https://noah.nrw/i3f/v20/4293778/canvas/4840238","https://noah.nrw/i3f/v20/4293778/canvas/4840240","https://noah.nrw/i3f/v20/4293778/canvas/4840241","https://noah.nrw/i3f/v20/4293778/canvas/4840242","https://noah.nrw/i3f/v20/4293778/canvas/4840243","https://noah.nrw/i3f/v20/4293778/canvas/4840245","https://noah.nrw/i3f/v20/4293778/canvas/4840246","https://noah.nrw/i3f/v20/4293778/canvas/4840247","https://noah.nrw/i3f/v20/4293778/canvas/4840249","https://noah.nrw/i3f/v20/4293778/canvas/4840250","https://noah.nrw/i3f/v20/4293778/canvas/4840251","https://noah.nrw/i3f/v20/4293778/canvas/4840254","https://noah.nrw/i3f/v20/4293778/canvas/4840255","https://noah.nrw/i3f/v20/4293778/canvas/4840257","https://noah.nrw/i3f/v20/4293778/canvas/4840258","https://noah.nrw/i3f/v20/4293778/canvas/4840259"],"ranges":["https://noah.nrw/i3f/v20/4293778/range/4840233","https://noah.nrw/i3f/v20/4293778/range/4840239","https://noah.nrw/i3f/v20/4293778/range/4840244","https://noah.nrw/i3f/v20/4293778/range/4840248","https://noah.nrw/i3f/v20/4293778/range/4840252"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840231","@type":"sc:Range","label":"Part 3.  p-adic representations for vector bundles"},{"canvases":["https://noah.nrw/i3f/v20/4293778/canvas/4840234","https://noah.nrw/i3f/v20/4293778/canvas/4840235","https://noah.nrw/i3f/v20/4293778/canvas/4840236","https://noah.nrw/i3f/v20/4293778/canvas/4840237","https://noah.nrw/i3f/v20/4293778/canvas/4840238"],"@id":"https://noah.nrw/i3f/v20/4293778/range/4840233","@type":"sc:Range","label":"12. 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