Posted: 15 June 2020  Author: Richard Zach  Filed under: Other 
The Philosophy of Mathematics Association is an affiliated group of the American Philosophical Association and as such is invited to organize sessions in the group program at APA divisional meetings. The PMA has held such a group session at the 2020 Eastern meeting, and is hoping to make philosophy of mathematics symposia a regular component of APA divisional meetings. Please submit your proposal for a 2 or 3hour symposium on a topic in the philosophy of mathematics by July 30, 2020.
Proposals should be submitted online at https://forms.gle/L99aE6s1GtJWYCMy5
Proposals will be vetted by a joint committee of the PMA and the Association for the Philosophy of Mathematical Practice (APMP), and successful proposals will be scheduled for inclusion at a 2021 APA divisional meeting. A proposal requires:
 names, affiliations, and email addresses of organizer and speaker
 short abstracts (up to 200 words) for the session
 confirmation that organizers and speakers commit to attending the meeting
 whether the session shall be held at the 2021 Central (February 2427, New Orleans) or Pacific (March 31April 4, Portland) meeting
During the COVID crisis it is of course not easy to predict whether these meetings will take place, or whether they will take place facetoface or in some online format. The APA is currently planning to hold inperson meetings in 2021, but is also considering alternative formats. In case the meetings do not take place, PMA and APMP will ensure that the online versions of the symposia are advertised widely.
Posted: 6 April 2020  Author: Richard Zach  Filed under: Other 
Mark Steiner, Professor emeritus of Philosophy at Hebrew University in Jerusalem, died April 6, 2020 of complications from COVID19. He was a leading philosopher of mathematics, who was especially well known for his books The Applicability of Mathematics as a Philosophical Problem (1998, Harvard University Press) and Mathematical Knowledge (1975, Cornell University Press) and his pioneering work on explanation in mathematics.
Posted: 15 January 2020  Author: Richard Zach  Filed under: Other 
The PMA held a session in the Group Program at the 2020 Eastern Division Meeting of the American Philosophical Association. The session was organized by Juliette Kennedy, and consisted of a book symposium on John Baldwin’s Model Theory and the Philosophy of Mathematical Practice. The participants were John Baldwin (University of Illinois at Chicago), Timothy Bays (Notre Dame University), Colin McLarty (Case Western) and Scott Weinstein (University of Pennsylvania)..
Summaries:
Colin McLarty:
This book can advance philosopher’s understanding of both structure and mathematicians. As to structure, John gives a great look at current working methods, which differ markedly from the usual philosophic ideas for an obvious reason: Mathematicians ideas cannot just be defended in philosophic debate. They must produce results. And they do. John describes how a lot of these developed and what they achieve. This leads to the point about mathematicians. Philosophy of mathematics, and philosophy of science more generally, too often neglect the raw experience of desperately desiring scientific answers. Mathematical proof is so different from philosophic argument that we sometimes treat mathematical knowledge as something that just follows from the axioms. As if you just identify which axioms are relevant, put them in the right order, and then the answer is in front of you. John shows the living experience of the model theory community seeking, sometimes finding, and always reacting to, new concepts and methods to answer various standing questions. He shows how this goes at stages before anyone knows whether it will work. Philosophy of mathematics can benefit immensely from absorbing these insights. I will say, though, that textbooks and research talks and papers all show mathematicians use model theory, per se, much less often than they use categories and functors to describe structure.
Scott Weinstein:
John Baldwin heralds the significance of the “dividing lines” at the very beginning of Model Theory and the Philosophy of Mathematical Practice.
After the paradigm shift there is a systematic search for a finite set of syntactic conditions which divide first order theories into disjoint classes such that models of different theories in the same class have similar mathematical properties. In this framework one can compare different areas of mathematics by checking where theories formalizing them lie in the classification.
For John, the interest of the “syntactic” character of the dividing lines consists primarily in the fact that they are absolute for transitive models of set theory, and in consequence, that many of the central results of contemporary model theory do not rely on theories stronger than ZF. But, a number of the dividing lines, for example, NOP, are syntactic in a more robust sense – they are Π^{0}_{2} properties familiar from combinatorics. We explore whether this aspect of the dividing lines may have any interest from the point of view of the philosophy of mathematical practice. On the one hand, we observe that for every formal system F , there is an NOP theory T , such that T cannot be established to be NOP in F . On the other hand, all “naturally occurring” NOP theories (of which we are aware) can be proven to be NOP in primitive recursive arithmetic. We suggest investigating whether there is a recursively axiomatizable theory T that arises naturally in the course of mathematical practice such that T is NOP, but T is not provably NOP in primitive recursive arithmetic. If not, why? Might this tell us something interesting about mathematical practice? Or about the nature of mathematics itself? If so, might the additional strength required to establish that such a theory is NOP reflect some interesting phenomenon that helps to clarify our understanding of the mathematical topic it formalizes?
Slides of John Baldwin’s Responses.
Posted: 1 November 2019  Author: Richard Zach  Filed under: Other 
Mic Detlefsen, founding president of the Philosophy of Mathematics Association, has died. The philosophy of mathematics community deeply mourns his loss.
Link to Notre Dame memorial page
Posted: 4 April 2019  Author: Richard Zach  Filed under: Other 
Call for papers
Fifth International Meeting of the Association for the Philosophy of Mathematical Practice.
1821 January, 2020
ETH, Zürich
We invite submissions on any areas connected to the philosophy of mathematical practice.
A title and abstract (250500 words) should be submitted before 1 June 2019 via the conference website at the following address:
Notification will be sent out by August 1. Postdoctoral fellows and doctoral students are strongly encouraged to send proposals.
Registration
All contributing speakers and discussants are requested to confirm their participation before 20 December 2019 and to pay the conference fee, which will include congress material, coffee breaks and buffet lunches, via the conference website (address above). The conference dinner is payable separately. Reduced fees are available to participants who are not beneficiaries of institutional support. Early bird rates apply to registrations made before 15 August 2019. There will be some funding available for travel subsidies.
Keynote speakers
Gisele Secco (Univ. Federal de Santa Maria, Brasil)
Jemma Lorenat (Pitzer College, USA)
Øystein Linnebo (Univ. of Oslo, Norway)
Jeremy Avigad (Carnegie Mellon University, USA)
Vincenzo De Risi (Laboratoire SPHère, CNRSUniv. Paris 7, France)
Organizing Committee
Sara Booz (ETH, Zurich)
Silvia De Toffoli (Princeton University, USA)
Valeria Giardino (Archives Henri Poincaré, CNRS, Nancy, France)
Dirk Schlimm (McGill University, Canada)
Roi Wagner (ETH, Zurich)
Scientific Committee
Abel Lassalle Casanave (Univ. Federal de Bahia, Brasil)
José Ferreirós (Universidad de Sevilla, Spain)
Valeria Giardino (Archives Henri Poincaré, CNRS, Nancy, France)
Emily Rolfe Grosholz (Penn State University, USA)
Brendan Larvor (University of Hertfordshire, UK)
Paolo Mancosu (UC Berkeley, USA)
Dirk Schlimm (McGill University, Canada)
Posted: 23 January 2018  Author: Richard Zach  Filed under: Other 
Robert Thomas, editor of Philosophia Mathematica, writes:
Oxford University Press has given the impression this year that they would not be continuing personal subscriptions to Philosophia Mathematica since in 2018 the journal will be online only, what institutions overwhelmingly want. This decision was in fact made, but it has been reversed and at favorable rates as follows:

Euro zone 
North America 
GB & rest of world 
Unaffiliated 
78 euros 
99 US dollars 
62 pounds 
ASL members 
39 euros 
50 US dollars 
31 pounds 
CSHPM members, anywhere outside Canada, 50 US dollars, paid to the Canadian Society for History and Philosophy of Mathematics.
Two things to note. Membership in CSHPM is so cheap at 23 US dollars (Cdn$30 in Canada), that it could easily pay to join CSHPM for the sole purpose of saving money on a PM subscription. See www.cshpm.org/join/
Subscriptions by ASL members and others are arranged through OUP:
UK Journals Customer Service, Tel: + 44 (0)1865 353907, Fax: + 44 (0)1865 353485.
USA Journals Customer Service, Tel: + 1 9196770977, + 1 8008527323 (tollfree in USA and Canada), Fax: + 1 9196771714.
Posted: 22 November 2016  Author: Aldo Antonelli  Filed under: Other 
Call for papers
We welcome paper proposals within the area of the philosophy of mathematical practice. A title and abstract (250500 words) should be sent to gisele.secco@ufrgs.br, before January 31, 2017. Notification will be sent out by April 30th. Postdoctoral fellows and doctoral students are highly invited to send proposals.
Registration
All contributing speakers and discussants are requested to confirm their participation before May 30th by sending an email containing name and affiliation and paying a conference fee of US$ 100, which will include congress material, coffee breaks and the conference dinner meal. Participants without a permanent position are entitled to a discount, paying a fee of US$ 50; similarly for those who may attend the conference without presenting a communication. This should be settled in advance via transfer (more details to be defined).
Keynote speakers
Luiz Carlos Pereira – Brazil
Jemma Lorenat – USA
Valeria Giardino – France
José Ferreirós – Spain
Erich Reck – USA
Round Tables
Platonism in Mathematical Practice
Elaine Landry (USA) / Oswaldo Chateaubriand (Brazil) / Marco Panza (France)
—
Formal and informal proofs
Jessica Carter (Denmark) / Paolo Mancosu (USA) / Max Dickmann (France)
Workshops
On the relationship between geometry and arithmetic: the theories of proportion from Euclid to Hilbert
Organizer: Davide Crippa (Czech Republic)
Speakers: Vincenzo De Risi (Germany) / Davide Crippa (Czech Republic) / Eduardo Giovannini (Argentina)
—
Varieties of visualization in mathematics
Organizer: Silvia De Toffoli (USA)
Speakers: Silvia De Toffoli (USA) / Javier Legris (Argentine) / Danielle Macbeth (USA)
—
Education and mathematical practice
Organizer: Gert Schubring (Brazil)
Speakers: Gert Schubring (Brazil) /Tinne Hoff Kjeldsen (Dennmark) / Nicola Oswald (Germany)
—
Contradictory objects in mathematical practice
Organizer: Walter Carnielli (Brazil)
Speakers: Walter Carnielli (Brazil) / Giorgio Venturi (Brazil) / Abilio Rodriguez (Brazil)
Organizing Committee
Abel Lassalle Casanave – Brazil —– Chair
Frank Thomas Sautter – Brazil
Wagner Sanz – Brazil
Gisele Secco – Brazil
Scientific Committee
Luis Carlos Arboleda – Colombia
Jessica Carter – Denmark
Oswaldo Chateaubriand – Brazil
Elaine Landry – USA
Paolo Mancosu – USA
Marco Panza – France — Chair
(download this cfp in pdf format)
Posted: 19 May 2016  Author: Richard Zach  Filed under: Other 
1214 October 2016
Munich Center for Mathematical Philosophy, LMU Munich
In the course of the last century, different general frameworks for the foundations of mathematics have been investigated. The orthodox approach to foundations interprets mathematics in the universe of sets. More recently, however, there have been other developments that call into question the whole method of set theory as a foundational discipline. Categorytheoretic methods that focus on structural relationships and structurepreserving mappings between mathematical objects, rather than on the objects themselves, have been in play since the early 1960s. But in the last few years they have found clarification and expression through the development of homotopy type theory. This represents a fascinating development in the philosophy of mathematics, where categorytheoretic structural methods are combined with type theory to produce a foundation that accounts for the structural aspects of mathematical practice. We are now at a point where the notion of mathematical structure can be elucidated more clearly and its role in the foundations of mathematics can be explored more fruitfully.
The main objective of the conference is to reevaluate the different perspectives on mathematical structuralism in the foundations of mathematics and in mathematical practice. To do this, the conference will explore the following research questions: Does mathematical structuralism offer a philosophically viable foundation for modern mathematics? What role do key notions such as structural abstraction, invariance, dependence, or structural identity play in the different theories of structuralism? To what degree does mathematical structuralism as a philosophical position describe actual mathematical practice? Does category theory or homotopy type theory provide a fully structural account for mathematics?
Confirmed Speakers
 Prof. Steve Awodey (Carnegie Mellon University)
 Dr. Jessica Carter (University of Southern Denmark)
 Prof. Gerhard Heinzmann (Université de Lorraine)
 Prof. Geoffrey Hellman (University of Minnesota)
 Prof. James Ladyman (University of Bristol)
 Prof. Elaine Landry (UC Davis)
 Prof. Hannes Leitgeb (LMU Munich)
 Dr. Mary Leng (University of York)
 Prof. Øystein Linnebo (University of Oslo)
 Prof. Erich Reck (UC Riverside)
Call for Abstracts
We invite the submission of abstracts on topics related to mathematical structuralism for presentation at the conference. Abstracts should include a title, a brief abstract (up to 100 words), and a full abstract (up to 1000 words), blinded for peer review. Authors should send their abstracts (in pdf format), together with their name, institutional affiliation and current position to mathematicalstructuralism2016@lrz.unimuenchen.de. We will select up to five submissions for presentation at the conference. The conference language is English.
Dates and Deadlines
Submission deadline: 30 June, 2016
Notification of acceptance: 31 July, 2016
Registration deadline: 1 October, 2016
Conference: 12 – 14 October, 2016
For further details on the conference, please visit: http://www.mathematicalstructuralism2016.philosophie.unimuenchen.de/
Posted: 23 November 2015  Author: Richard Zach  Filed under: Other 
Call for Abstracts
Canadian Society for History and Philosophy of Mathematics Annual Meeting
University of Calgary, May 2931, 2016
Special Session: Mathematics and Logic in the 19th and 20th Century
Kenneth May Lecturer: Dr. Jamie Tappenden, Department of Philosophy, University of Michigan
The CSHPM will be holding its 2016 Annual Meeting at the University of Calgary in conjunction with the 2016 Congress of the Humanities and Social Sciences. The meeting will be held Sunday through Tuesday, May 2931, 2016.
Members are invited to present papers on any subject relating to the history of mathematics, its use in the teaching of mathematics, the philosophy of mathematics, or a related topic. Talks in either English or French are welcome.
Please send your title and abstract (200 words or less) in Word or in the body of an email by February 1, 2016 to:
For the Special Session:
Thomas Drucker
Department of Mathematics
University of WisconsinWhitewater
Whitewater, WI 531901790
druckert@uww.edu
For the General Session:
Eisso Atzema
Department of Mathematics & Statistics
University of Maine
Orono, ME 04469
atzema@math.umaine.edu
Posted: 6 December 2014  Author: Aldo Antonelli  Filed under: Other 
The primary goal of this workshop is to shed light on mathematical thought and understanding by developing a rich collection of case studies drawn from the historical and current practice of mathematicians. A secondary goal is to examine the methodology of case studies with an eye towards determining which questions in the philosophy of mathematics are amenable to solution by case study methods, and which questions are not. One recurring theme of the workshop concerns the ways in which the development of new conceptual and representational resources can contribute to an increase in the intelligibility of a mathematical domain.
Workshop Leader: Kenneth Manders, University of Pittsburgh
Location: Université Paris Diderot, Paris, France
Dates: June 29, 2015 – July 4, 2015
Confirmed Participants:
 Andrew Arana, University of Illinois at UrbanaChampaign
 Karine Chemla, Université Paris Diderot
 Jessica Carter, University of Southern Denmark
 Jeremy Heis, University of California, Irvine
 Douglas Marshall, Carleton College
 Marco Panza, Université Paris PanthéonSorbonne
For information on funding available for graduate students and recent PhDs to attend the workshop, as well as further scheduling and logistical information, please visit the workshop website at csmpparis.org.
While this event is open to the public, all who attend the workshop must register for the
workshop by sending an email to csmpparis “at” gmail.com. We ask that everyone who
plans to attend register by no later than Friday, June 19, 2015.