 Role of Imagination and Anticipation in the Acceptance of Computability Proofs: A Challenge to the Standard Account of Rigor.Keith Weber  2022  Philosophia Mathematica 30 (3):343368.details


Instructions and constructions in set theory proofs.Keith Weber  2023  Synthese 202 (2):117.details


Mathematical cognition and enculturation: introduction to the Synthese special issue.Markus Pantsar  2020  Synthese 197 (9):36473655.details


Drawing on the imagination: The limits of illustrated figures in nineteenthcentury geometry.Jemma Lorenat  2020  Studies in History and Philosophy of Science Part A 82:7587.details


Certain Modern Ideas and Methods: “Geometric Reality” in the Mathematics of Charlotte Angas Scott.Jemma Lorenat  2020  Review of Symbolic Logic 13 (4):681719.details


Mathematical Explanation in Practice.Ellen Lehet  2021  Axiomathes 31 (5):553574.details


From Euclidean geometry to knots and nets.Brendan Larvor  2019  Synthese 196 (7):27152736.details


From Euclidean geometry to knots and nets.Brendan Larvor  2017  Synthese:122.details


Material representations in mathematical research practice.Mikkel W. Johansen & Morten Misfeldt  2020  Synthese 197 (9):37213741.details


Entering the valley of formalism: trends and changes in mathematicians’ publication practice—1885 to 2015.Mikkel Willum Johansen & Josefine Lomholt Pallavicini  2022  Synthese 200 (3):123.details


On the heuristic power of mathematical representations.Emiliano Ippoliti  2022  Synthese 200 (5):128.details


The material reasoning of folding paper.Michael Friedman & Colin Jakob Rittberg  2021  Synthese 198 (S26):63336367.details


Paper, Plaster, Strings: Exploratory Material Mathematical Models between the 1860s and 1930s.Michael Friedman  2021  Perspectives on Science 29 (4):436467.details


How to notate a crossing of strings? On Modesto Dedò’s notation of braids.Michael Friedman  2020  Archive for History of Exact Sciences 74 (4):281312.details


What are mathematical diagrams?Silvia De Toffoli  2022  Synthese 200 (2):129.details


Who's Afraid of Mathematical Diagrams?Silvia De Toffoli  2023  Philosophers' Imprint 23 (1).details


Reconciling Rigor and Intuition.Silvia De Toffoli  2020  Erkenntnis 86 (6):17831802.details


‘Chasing’ the diagram—the use of visualizations in algebraic reasoning.Silvia de Toffoli  2017  Review of Symbolic Logic 10 (1):158186.details


Introduction to Special Issue: Aesthetics in Mathematics†.Angela Breitenbach & Davide Rizza  2018  Philosophia Mathematica 26 (2):153160.details


Reliability of mathematical inference.Jeremy Avigad  2020  Synthese 198 (8):73777399.details


Audience role in mathematical proof development.Zoe Ashton  2020  Synthese 198 (Suppl 26):62516275.details


The Epistemological Subject(s) of Mathematics.Silvia De Toffoli  2023  In B. Sriraman (ed.), Handbook of the History and Philosophy of Mathematical Practice. Switzerland: Springer Nature. pp. 127.details


Signs as a Theme in the Philosophy of Mathematical Practice.David Waszek  2023  In Handbook of the History and Philosophy of Mathematical Practice. Springer.details


Diagrams.SunJoo Shin  2008  Stanford Encyclopedia of Philosophy.details


Nondeductive methods in mathematics.Alan Baker  2010  Stanford Encyclopedia of Philosophy.details


Philosophy of mathematical practice: A primer for mathematics educators.Yacin Hamami & Rebecca Morris  2020  ZDM Mathematics Education 52:1113–1126.details


Envisioning Transformations – The Practice of Topology.Silvia De Toffoli & Valeria Giardino  2016  In Brendan Larvor (ed.), Mathematical Cultures: The London Meetings 20122014. Zurich, Switzerland: Birkhäuser. pp. 2550.details


An Inquiry into the Practice of Proving in LowDimensional Topology.Silvia De Toffoli & Valeria Giardino  2015  In Gabriele Lolli, Giorgio Venturi & Marco Panza (eds.), From Logic to Practice. Zurich, Switzerland: Springer International Publishing. pp. 315336.details

