roposta de Submissã\;o para o Fó\;rum Internacional da Sabedoria
\nTí\;tulo da Apresentaç\;ã\;o:
\nDa Totalidade Aberta à\; Infraestrutura Material: O Fluxo de Neutrinos Có\;smicos como o Hardware de Registro do Ser
\nResumo (Abstract):
\nA filosofia contemporâ\;nea e o pensamento pó\;s-filosó\;fico de Alexis Karpouzos convergem para a superaç\;ã\;o dos sistemas metafí\;sicos fechados\, introduzindo o conceito de Totalidade Aberta e cogê\;nese relacional. No entanto\, a transiç\;ã\;o da filosofia como mera representaç\;ã\;o abstrata para uma sabedoria experiencial integrada exige a identificaç\;ã\;o do substrato fí\;sico que viabiliza essa rede de relaç\;õ\;es vivas.
\nEsta apresentaç\;ã\;o introduz a Ontologia do Estar (V7.0) como a resposta de engenharia có\;smica a esse horizonte aberto. Demonstra-se que o Fundo Có\;smico de Neutrinos\, operando em uma densidade de saturaç\;ã\;o está\;vel de $n_{\\nu} \\approx 340 \\text{ cm}^{-3}$\, funciona como um hardware de registro passivo\, contí\;nuo e incompressí\;vel. Sob essa ó\;tica\, os paradoxos de nã\;o-localidade e entrelaç\;amento quâ\;ntico deixam de ser anomalias "fantasmagó\;ricas" e passam a ser compreendidos como protocolos de sincronizaç\;ã\;o de rede nativa em um meio saturado (a metá\;fora da Montanha Submersa).
\nAtravé\;s da formulaç\;ã\;o matemá\;tica da constante geomé\;trica Mariana ($\\mu_{\\text{inf}} = H_0/c$)\, propõ\;e-se que os desvios espectrais observados no universo profundo nã\;o decorrem de uma expansã\;o caó\;tica\, mas sim de um processo de atenuaç\;ã\;o por fricç\;ã\;o mecâ\;nica (Rutilâ\;ncia Espectral) em um cosmos autocontido com conservaç\;ã\;o estrita de informaç\;ã\;o ($dS = 0$). O trabalho oferece a infraestrutura material que ancora o pensamento meta-ontoló\;gico\, unificando a ontologia do processo com a fí\;sica de alta performance.
\nIdentificadores do Autor para Inclusã\;o:
\nAutor: Ricardo Mariano de Oliveira Dias
\nORCIDA: 0009-0005-0182-0021
\nBase de Ancoragem: Zenodo DOI 10.5281/zenodo.21220716
\nEighteenth French Philosophy of Mathematics Workshop (FPMW18)
\n18-20 November 2026\, Montpellier\, France
\n\;
\nCall for abstracts
\nThe eighteenth edition of the French Philosophy of Mathematics Workshop \;(FPMW18) will be held from the afternoon of the 18th November to the 20th of November 2026 at the \;University Paul Valé\;ry Montpellier.
\nThe workshop will feature five talks by invited speakers\, and five contributed talks (the programs of previous editions of the workshop are available at the following address: \;https://philmath.hypotheses.org/fpmw).
\nThe invited speakers are:
\n- \; \; \; \; \;Bruno Durand (Université\; de Montpellier\, LIRMM)
\n- \; \; \; \; \; \; \;Alberto Naibo (Université\; Paris 1 Panthé\;on-Sorbonne\, IHPST)
\n- \; \; \; \; \; \; \;Mario Piazza (Scuola Normale Superiore di Pisa) \;
\n- \; \; \; \; \; \; \;Eleonora Sammarchi \;(Universitä\;t Bern)
\n- \; \; \; \; \; \; \;TBC
\nFor the five contributed talks\, all topics within philosophy of mathematics and the philosophy of computer science are welcome\, including contributions highlighting connections with the history of mathematics and computer science\, mathematical cognition\, and mathematical education. The workshop is also open to philosophical talks about mathematics which do not fall under the philosophy of mathematics in a strict sense. \;
\nSubmission deadline: August 16th\, 2026.
\nNotification of acceptance (by email): \;6th September 2026.
\nDuration of talks: 45 minutes of presentation plus 30 minutes of discussion.
\nThe languages of the workshop will be English and French.
\nAnonymous proposals (15 000 characters maximum\, spaces included) should be sent in format DOCX or PDF to the address \;fpmw18@sciencesconf.org \;with a copy to \;Marianna.Antonutti-Marfori@univ-paris1.fr \;in an email with object &ldquo\;FPMW18&rdquo\;.
\nThe workshop is organized with the financial support of the Research Network \;&ldquo\;Philosophy of Mathematics&rdquo\; funded by the (PhilMath GDR 3719\, \;https://philmath.hypotheses.org/about)\, the University of Montpellier and the LIRMM (https://www.lirmm.fr)\, and the CNRS \;International \;Research \;Network \;IRN-LI \;(https://irn-li.math.cnrs.fr/index.html).
\nScientific committee:
\nMarianna Antonutti Marfori
\nVincenzo De Risi
\nViviane Durand-Guerrier
\nEmmylou Haffner \;
\nYacin Hamami \;
\nFré\;dé\;ric Jaë\;ck
\nZoe Mcconaughey
\nBaptiste Mé\;lè\;s \;
\nFrancesca Poggiolesi
\nDavid Rabouin \;
\nChristian Ré\;toré\; \;
\nOrganising committee:
\nLoï\;c Allè\;gre\, Vincent Blazy\, \;Christian \;Retoré\; (University of Montpellier/LIRMM) \;
\nViviane Durand-Guerrier\, Nicolas Saby \;(University of Montpellier/IMAG) \;Henri Wagner (University Paul Valé\;ry Montpellier 3/CRISES) \;
ORGANIZER;CN="Christian Retoré": METHOD:PUBLISH END:VEVENT BEGIN:VEVENT DTSTAMP:20260721T005629Z DTSTART;TZID=Europe/London:20260920T090000 DTEND;TZID=Europe/London:20260920T090000 SUMMARY:Special Issue on the Principle of Identity of Indiscernibles UID:20260721T013526Z-iCalPlugin-Grails@fe80:0:0:0:44ff:18ff:fedf:47b8%3 TZID:Europe/London DESCRIPTION:Call for Papers
\nSpecial Issue on the Principle of Identity of Indiscernibles
\nManuscrito: International Journal of Philosophy invites submissions in English for a special issue devoted to the Principle of Identity of Indiscernibles (PII).
\nGuest Editor: Leonardo G. S. Videira (University of Sã\;o Paulo &ndash\; FAPESP)
\nThe Principle of Identity of Indiscernibles (PII)\, in its most widespread formulation\, states that any two things sharing all the same properties are in fact identical\; in other words\, no two distinct things share all their properties. Despite its apparent simplicity\, the principle has remained one of the most contested theses in the history of metaphysics. Classical and contemporary counterexamples &ndash\; such as Kant&rsquo\;s droplets\, Black&rsquo\;s spheres\, and entangled bosons &ndash\; appear to involve numerically distinct yet indiscernible entities\, thereby challenging the principle's truth.
\nDebates concerning the PII extend well beyond the question of its truth or falsity\, however. They encompass issues regarding the interpretation of its constituent notions\, the modal status of the principle\, and the nature of the necessity\, if any\, that underwrites it. Moreover\, the PII plays a central role in a wide range of philosophical discussions\, including the dispute between bundle and substratum theories\, the ontology of quantum mechanics\, the metaphysics of mathematical objects\, and the relationship between indiscernibility and identity.
\nThe last two decades have witnessed significant developments in these debates. This special issue aims to bring together contributions that advance our understanding of the PII\, its implications\, and its applications across different areas of philosophy.
\nConfirmed Contributors
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Dé\;cio Krause (Federal University of Rio de Janeiro)
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Jonas R. B. Arenhart (Federal University of Santa Catarina)
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Raoni Arroyo (Federal University of Santa Catarina)
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Rafael de Clercq (Lingnan University)
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Olimpia Lombardi (University of Buenos Aires &ndash\; CONICET)
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;F. A. Muller (Erasmus University Rotterdam)
\n\nTopics of Interest
\nSubmissions may address\, but are not limited to\, the following topics:
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Historical approaches to the Principle of Identity of Indiscernibles
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Arguments for and against the PII
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Interpretations of the notions involved in the formulation of the PII
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;The modal status of the PII
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;The PII and the grounding of identity
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Epistemological aspects of indiscernibility and identity
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;The PII in the philosophy of physics
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;The PII in the philosophy of mathematics
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;The PII in the philosophy of religion
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Assessments of actual and fictional counterexamples to the PII
\n·\; \; \; \; \; \; \; \; \; \; \; \; \;Connections between the PII and contemporary theories of objects\, properties\, and individuation
\nSubmission Information
\nDeadline for submissions: September 20\, 2026
\nAccepted papers will be published in late 2026 or early 2027.
\nAuthor guidelines are available at:
\nhttp://www.scielo.br/revistas/man/iinstruc.htm
\nSubmissions should be made through the Manuscrito Editorial Manager:
\nhttps://mc04.manuscriptcentral.com/man-scielo
\nPlease indicate in your submission that the manuscript is intended for the special issue on the Principle of Identity of Indiscernibles.
\nContact
\nFor further information\, please contact:
\nLeonardo G. S. Videira
\nleonardo.soutello@gmail.com
ORGANIZER: METHOD:PUBLISH END:VEVENT BEGIN:VEVENT DTSTAMP:20260721T005630Z DTSTART;TZID=Europe/Berlin:20261007T090000 DTEND;TZID=Europe/Berlin:20261008T170000 SUMMARY:Mathematical Proof in the Age of AI: Conceptual Implications of the Use of Artificial Intelligence in Mathematical Research UID:20260721T013527Z-iCalPlugin-Grails@fe80:0:0:0:44ff:18ff:fedf:47b8%3 TZID:Europe/Berlin LOCATION:Bergen\, Norway DESCRIPTION:This conference will be about the conceptual-philosophical implications of AI-based proving and autoformalisation for mathematics. Examples include the resolution of various Erdos problems by Google DeepMind&rsquo\;s Alethia model\, the recent disproof of the unit distance conjecture by OpenAI&rsquo\;s GPT model\, and the (partial) autoformalisations of sphere packing in dimension 8 and 24 by the model Gauss from Math Inc. \;
We aim to reflect on how these technologies may transform mathematical practice\, with a concentration on the practice of creating and verifying proofs. While some view the use of LLMs\, and AI in general\, as heralding a new era of machine-assisted mathematics\, others caution against overestimating their capabilities and warn of the downsides of automating mathematics. The workshop aims to critically assess the role of AI-based mathematics\, striking a balance between optimism and scepticism.
The conference will be livestreamed\, recorded\, and made available online (with speakers&rsquo\; permission).
36th Novembertagung on the History and Philosophy of Mathematics
\n&lsquo\;(Perceived) Dichotomies in Mathematics: Opposites\, Boundaries\, and Tensions in the History and Philosophy of Mathematics&rsquo\;
\n&mdash\; Call for Abstracts &mdash\;
\nhttps://novembertagung.wordpress.com/novembertagung-2026/ \;
\nThe Novembertagung on the History and Philosophy of Mathematics is an international conference aimed at PhD students and early-career researchers in the history\, philosophy of mathematics and related areas. This event offers an opportunity to share your work in progress in a collegial atmosphere and receive feedback.
\nThe 36th edition of the Novembertagung will take place in Istanbul (Turkey) from November 3rd to 5th\, 2026. It will be hosted by theInstitute for the History of Science at Istanbul Medeniyet University. The keynote speakers will be confirmed in the coming weeks. Please see the website for the most up-to-date information.
\nThe conference is planned as an in-person event. For those who require financial assistance\, please indicate so in your application as we may be able to provide some funding.
\nThis year&rsquo\;s Novembertagung theme centres on Opposites\, Boundaries and Tensions in the History and Philosophy of Mathematics. We will explore the ways in which mathematical belief\, disagreement and conflict are both formed and conducted\, and the ways that these tensions and disagreements shape both the content and perception of mathematical belief. Believing that mathematical disagreement is much more substantial than a question of &lsquo\;right&rsquo\; and &lsquo\;wrong&rsquo\;\, we call for papers that explore how Opposites\, Boundaries and Tensions are formed\, expressed and entrenched throughout mathematical history.
\nAbstracts about the following\, non exhaustive\, list of topics will be welcomed:
\nAbstract dichotomies: objects and concepts\, theory and practice\, informal and formal reasoning\, etc.
\nThe formation of mathematical disciplines
\nThe resolution of mathematical disputes
\nThe roles of institutions in forming mathematical culture
\nHistorical and Philosophical approaches to the treatment of mathematical disputation
\nHow mathematical and &lsquo\;extra-mathematical&rsquo\; thought interact in shaping mathematical and non-mathematical belief
\nHistoriographical work that explores how these concepts are treated in the literature. \;
\nWhile the topic of the submission should ideally be related to the conference&rsquo\;s theme\, most topics that fall under the broader heading of philosophy or history of mathematics\, and that can fruitfully be connected to it will be welcomed as valuable additions to the conference. Early-Career and graduate students working on conflict theory in academia and society more general\, or at the intersection of the History of Mathematics and science more generally for example\, are also welcome to submit their work.
\nPhD students and early-career researchers are invited to submit abstracts.
\nAbstracts should be written in English and not exceed 300 words.
\nAll submissions should be suitable for a 20-minute presentation\, followed by a 10-minute discussion.
\nAbstracts should be sent as a PDF file prepared for blind review (do not put your name nor affiliation in the abstract\, only in your email) to
\nnovembertagung.hpm@gmail.com \;
\nPlease include your full name and affiliation in your email.
\nWe expect to secure funding for accommodation expenses\, or travel in exceptional cases\, as mentioned earlier. Please\, let us know in your application if you would like to be considered for funding.
\nThe deadline for submissions is May 31st\, 2026.
\nIf you have any further questions\, feel free to contact the organisers atnovembertagung.hpm@gmail.com
ORGANIZER: METHOD:PUBLISH END:VEVENT BEGIN:VEVENT DTSTAMP:20260721T005630Z DTSTART;TZID=Europe/Paris:20261118T130000 DTEND;TZID=Europe/Paris:20261120T170000 SUMMARY:Eighteenth French Philosophy of Mathematics Workshop (FPMW18) UID:20260721T013529Z-iCalPlugin-Grails@fe80:0:0:0:44ff:18ff:fedf:47b8%3 TZID:Europe/Paris LOCATION:71 rue Henri Serre \, Montpellier\, France\, 34090 DESCRIPTION:\;Eighteenth French Philosophy of Mathematics Workshop (FPMW18)
\n18-20 November 2026\, Montpellier\, France
\n\;
\nCall for abstracts
\nThe eighteenth edition of the French Philosophy of Mathematics Workshop \;(FPMW18) will be held from the afternoon of the 18th November to the 20th of November 2026 at the \;University Paul Valé\;ry Montpellier.
\nThe workshop will feature five talks by invited speakers\, and five contributed talks (the programs of previous editions of the workshop are available at the following address: \;https://philmath.hypotheses.org/fpmw).
\nThe invited speakers are:
\n- \; \; \; \; \; \; \;Bruno Durand (Université\; de Montpellier\, LIRMM)
\n- \; \; \; \; \; \; \;Alberto Naibo (Université\; Paris 1 Panthé\;on-Sorbonne\, IHPST)
\n- \; \; \; \; \; \; \;Mario Piazza (Scuola Normale Superiore di Pisa) \;
\n- \; \; \; \; \; \; \;Eleonora Sammarchi \;(Universitä\;t Bern)
\n- \; \; \; \; \; \; \;TBC
\nFor the five contributed talks\, all topics within philosophy of mathematics and the philosophy of computer science are welcome\, including contributions highlighting connections with the history of mathematics and computer science\, mathematical cognition\, and mathematical education. The workshop is also open to philosophical talks about mathematics which do not fall under the philosophy of mathematics in a strict sense. \;
\nSubmission deadline: August 16th\, 2026.
\nNotification of acceptance (by email): \;6th September 2026.
\nDuration of talks: 45 minutes of presentation plus 30 minutes of discussion.
\nThe languages of the workshop will be English and French.
\nAnonymous proposals (15 000 characters maximum\, spaces included) should be sent in format DOCX or PDF to the address \;fpmw18@sciencesconf.org \;with a copy to \;Marianna.Antonutti-Marfori@univ-paris1.fr \;in an email with object &ldquo\;FPMW18&rdquo\;.
\nThe workshop is organized with the financial support of the Research Network \;&ldquo\;Philosophy of Mathematics&rdquo\; funded by the (PhilMath GDR 3719\, \;https://philmath.hypotheses.org/about)\, the University of Montpellier and the LIRMM (https://www.lirmm.fr)\, and the CNRS \;International \;Research \;Network \;IRN-LI \;(https://irn-li.math.cnrs.fr/index.html).
\nScientific committee:
\nMarianna Antonutti Marfori
\nVincenzo De Risi
\nViviane Durand-Guerrier
\nEmmylou Haffner \;
\nYacin Hamami \;
\nFré\;dé\;ric Jaë\;ck
\nZoe Mcconaughey
\nBaptiste Mé\;lè\;s \;
\nFrancesca Poggiolesi
\nDavid Rabouin \;
\nChristian Ré\;toré\; \;
\nOrganising committee:
\nLoï\;c Allè\;gre\, Vincent Blazy\, \;Christian \;Retoré\; (University of Montpellier/LIRMM) \;
\nViviane Durand-Guerrier\, Nicolas Saby \;(University of Montpellier/IMAG) \;
\nHenri Wagner (University Paul Valé\;ry Montpellier 3/CRISES)
ORGANIZER;CN="Christian Retoré": METHOD:PUBLISH END:VEVENT END:VCALENDAR