Hume’s Principle and entitlement: on the epistemology of the neo-Fregean programme

Research output: Chapter in Book/Report/Conference proceedingChapter (peer-reviewed)

Original languageEnglish
Title of host publicationAbstractionism: Essays in the Philosophy of Mathematics
EditorsPhilip Ebert, Marcus Rossberg
PublisherOxford University Press
Chapter9
Pages186-202
Number of pages17
ISBN (Print)9780199645268
Publication statusPublished - 2016

Cite this

Pedersen, N. J. L. L. (2016). Hume’s Principle and entitlement: on the epistemology of the neo-Fregean programme. In P. Ebert, & M. Rossberg (Eds.), Abstractionism: Essays in the Philosophy of Mathematics (pp. 186-202). Oxford University Press.
Pedersen, Nikolaj J.l. Linding. / Hume’s Principle and entitlement: on the epistemology of the neo-Fregean programme. Abstractionism: Essays in the Philosophy of Mathematics. editor / Philip Ebert ; Marcus Rossberg. Oxford University Press, 2016. pp. 186-202
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Pedersen, NJLL 2016, Hume’s Principle and entitlement: on the epistemology of the neo-Fregean programme. in P Ebert & M Rossberg (eds), Abstractionism: Essays in the Philosophy of Mathematics. Oxford University Press, pp. 186-202.

Hume’s Principle and entitlement: on the epistemology of the neo-Fregean programme. / Pedersen, Nikolaj J.l. Linding.

Abstractionism: Essays in the Philosophy of Mathematics. ed. / Philip Ebert; Marcus Rossberg. Oxford University Press, 2016. p. 186-202.

Research output: Chapter in Book/Report/Conference proceedingChapter (peer-reviewed)

TY - CHAP

T1 - Hume’s Principle and entitlement: on the epistemology of the neo-Fregean programme

AU - Pedersen, Nikolaj J.l. Linding

PY - 2016

Y1 - 2016

M3 - Chapter (peer-reviewed)

SN - 9780199645268

SP - 186

EP - 202

BT - Abstractionism: Essays in the Philosophy of Mathematics

A2 - Ebert, Philip

A2 - Rossberg, Marcus

PB - Oxford University Press

ER -

Pedersen NJLL. Hume’s Principle and entitlement: on the epistemology of the neo-Fregean programme. In Ebert P, Rossberg M, editors, Abstractionism: Essays in the Philosophy of Mathematics. Oxford University Press. 2016. p. 186-202