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UID:/NewsandEvents/Archives/2018/newsitem/9972/17-
 --21-September-2018-Methodological-Approaches-in-t
 he-Study-of-Recent-Mathematics-Konstanz-Germany
DTSTAMP:20180515T174306
SUMMARY:Methodological Approaches in the Study of 
 Recent Mathematics, Konstanz, Germany
DTSTART;VALUE=DATE:20180917
DTEND;VALUE=DATE:20180921
LOCATION:Konstanz, Germany
DESCRIPTION:The first Forcing Project Networking C
 onference (FPNC2018) is the informal kick-off even
 t of the Forcing Project. The project aims to anal
 yse, from a historical and philosophical point of 
 view, the development of modern set theory since t
 he introduction of the forcing technique. FPNC2018
  is devoted to methodological approaches in the st
 udy of recent mathematics and focuses on the topic
 s of mathematical philosophy and mathematical prac
 tice.  We welcome contributors to reflect on metho
 ds in  mathematical philosophy and the study of ma
 thematical practice as well as their eventual appl
 icability to the study of modern set theory. We es
 pecially welcome contributions which discuss the v
 iability of the notion of "conceptual change" and 
 "revolution" in the development of mathematics, in
  particular from the perspective of mathematical p
 ractice, or which discuss how to track changes in 
 the development of mathematical knowledge and meth
 ods through the analysis of mathematical practices
 .  Contributions do not have to tackle the forcing
  technique or set theory necessarily. Rather, the 
 goal of the conference is to share insights from t
 he study of mathematical practices more generally,
  which eventually could become fruitful for the st
 udy of the development of the forcing technique.
X-ALT-DESC;FMTTYPE=text/html:<div>\n  <p>The first
  Forcing Project Networking Conference (FPNC2018) 
 is the informal kick-off event of the Forcing Proj
 ect. The project aims to analyse, from a historica
 l and philosophical point of view, the development
  of modern set theory since the introduction of th
 e forcing technique. FPNC2018 is devoted to method
 ological approaches in the study of recent mathema
 tics and focuses on the topics of mathematical phi
 losophy and mathematical practice.</p>\n</div><div
 >\n  <p>We welcome contributors to reflect on meth
 ods in &nbsp;mathematical philosophy and the study
  of mathematical practice as well as their eventua
 l applicability to the study of modern set theory.
  We especially welcome contributions which discuss
  the viability of the notion of &quot;conceptual c
 hange&quot; and &quot;revolution&quot; in the deve
 lopment of mathematics, in particular from the per
 spective of mathematical practice, or which discus
 s how to track changes in the development of mathe
 matical knowledge and methods through the analysis
  of mathematical practices.</p>\n\n  <p>Contributi
 ons do not have to tackle the forcing technique or
  set theory necessarily. Rather, the goal of the c
 onference is to share insights from the study of m
 athematical practices more generally, which eventu
 ally could become fruitful for the study of the de
 velopment of the forcing technique.</p>\n</div>
URL:http://network2018.forcing-project.com
CONTACT:Daniel Kuby at fpnc2018 at forcing-project
 .com
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