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Chaos, quantum, number. Journal of Physics: Conference Series (pp. 1-7). (/isis/citation/CBB960238895/) unapi

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On the Unviability of Interpreting Leibniz's Infinitesimals through Non-standard analysis. Historia Mathematica (pp. 26-42). (/isis/citation/CBB881063867/) unapi

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The concrete numbers of “primitive” societies: A historiographical approach. Historia Mathematica (pp. 12-34). (/isis/citation/CBB201980517/) unapi

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The sexagesimal place-value notation and abstract numbers in mathematical cuneiform texts. Historia Mathematica (pp. 54-70). (/isis/citation/CBB388966363/) unapi

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How Jean-Baptiste Delambre read ancient Greek arithmetic on the basis of the arithmetic of “complex numbers” at the turn of the 19th century. Historia Mathematica (pp. 146-163). (/isis/citation/CBB809964800/) unapi

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On the history of units in French elementary school arithmetic: The case of proportionality. Historia Mathematica (pp. 99-118). (/isis/citation/CBB935801822/) unapi

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Numeracy at the dawn of writing: Mesopotamia and beyond. Historia Mathematica (pp. 35-53). (/isis/citation/CBB694933661/) unapi

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On the (In)Dependence of the Peano Axioms for Natural Numbers. History and Philosophy of Logic (pp. 51-69). (/isis/citation/CBB173126247/) unapi

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Saying Something about a Concept: Frege on Statements of Number. History and Philosophy of Logic (pp. 60-71). (/isis/citation/CBB227044624/) unapi

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The Hard Math of Beauty: Gerard Manley Hopkins and "Spectral Numbers". Victorian Studies (pp. 246-270). (/isis/citation/CBB150662150/) unapi

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What Numbers Could Not Be (for Aristotle). Journal of the History of Philosophy (pp. 193-219). (/isis/citation/CBB693325107/) unapi

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Lorenzen's Proof of Consistency for Elementary Number Theory. History and Philosophy of Logic (pp. 281-290). (/isis/citation/CBB167711373/) unapi

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Cracking bones and numbers: solving the enigma of numerical sequences on ancient Chinese artifacts. Archive for History of Exact Sciences (pp. 313-343). (/isis/citation/CBB870667256/) unapi

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Hobson’s Conception of Definable Numbers. History and Philosophy of Logic (pp. 128-139). (/isis/citation/CBB837308592/) unapi

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La funzione zeta di Riemann in fisica. (/isis/citation/CBB753434330/) unapi

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Changing conceptions of mathematics and infinity in Giordano Bruno’s vernacular and Latin works. Science in Context (pp. 251-271). (/isis/citation/CBB044626758/) unapi

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Arithmetic and Memorial Practices by and Around Sophie Germain in the 19th Century. In: Against All Odds: Women’s Ways to Mathematical Research Since 1800 (pp. 185-230). (/isis/citation/CBB412993885/) unapi