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UID:/NewsandEvents/Archives/2018/newsitem/10182/3-
 --15-December-2018-Cantor-Meets-Robinson-Set-theor
 y-model-theory-their-philosophy-Sao-Paulo-Campinas
 -Brazil-
DTSTAMP:20180923T224632
SUMMARY:Cantor Meets Robinson: Set theory, model t
 heory, & their philosophy, Sao Paulo & Campinas (B
 razil)
DTSTART;VALUE=DATE:20181203
DTEND;VALUE=DATE:20181215
LOCATION:Sao Paulo & Campinas (Brazil)
DESCRIPTION:The topic of the conference is the int
 erplay between set theory and model theory, both f
 rom a mathematical and a philosophical perspective
 , with particular emphasis on the method of forcin
 g. This method, invented by Cohen in 1963, facilit
 ated not only a proof of the independence of the C
 ontinuum Hypothesis, but also placed at the center
  of set theory the study of its models. Its model 
 theoretic version, invented by Robinson, attempts 
 to generalize the notion of algebraic closed field
 s to other areas of mathematics.  The conferece ai
 ms to gather early career scholars in order to fos
 ter collaborations and to present a wide perspecti
 ve on the topics that Cantor and Robinson helped t
 o create and develop. A series of three mini-cours
 es will be held the week before the conference on 
 the topics of Large Cardinals, Robinson Forcing, a
 nd Forcing Axioms.  We expect to host up to 14 con
 tributed talks by speakers of any nationalities by
  double-blind review. Submissions of original cont
 ributions are invited in any area of set theory, m
 odel theory, and philosophy of set theory or model
  theory with particular attention to the the follo
 wing topics: - Forcing in set theory - Model theor
 etic forcing - Generic absoluteness principles - F
 orcing Axioms - Boolean valued models and construc
 tions - Maximality - Universism or Pluralism - The
 ory and Structure(s) - Genericity and arbitrarines
 s. Submissions by young scholars are especially we
 lcome.
X-ALT-DESC;FMTTYPE=text/html:<div>\n  <p>The topic
  of the conference is the interplay between set th
 eory and model theory, both from a mathematical an
 d a philosophical perspective, with particular emp
 hasis on the method of forcing. This method, inven
 ted by Cohen in 1963, facilitated not only a proof
  of the independence of the Continuum Hypothesis, 
 but also placed at the center of set theory the st
 udy of its models. Its model theoretic version, in
 vented by Robinson, attempts to generalize the not
 ion of algebraic closed fields to other areas of m
 athematics.</p>\n\n  <p>The conferece aims to gath
 er early career scholars in order to foster collab
 orations and to present a wide perspective on the 
 topics that Cantor and Robinson helped to create a
 nd develop. A series of three mini-courses will be
  held the week before the conference on the topics
  of Large Cardinals, Robinson Forcing, and Forcing
  Axioms.</p>\n</div><div>\n  <p>We expect to host 
 up to 14 contributed talks by speakers of any nati
 onalities by double-blind review. Submissions of o
 riginal contributions are invited in any area of s
 et theory, model theory, and philosophy of set the
 ory or model theory with particular attention to t
 he the following topics: - Forcing in set theory -
  Model theoretic forcing - Generic absoluteness pr
 inciples - Forcing Axioms - Boolean valued models 
 and constructions - Maximality - Universism or Plu
 ralism - Theory and Structure(s) - Genericity and 
 arbitrariness. Submissions by young scholars are e
 specially welcome.</p>\n</div>
URL:https://cantormeetsrobinson.wordpress.com/
CONTACT:cantormeetsrobinson at gmail.com
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