]> 2026-07-17T20:46:28+00:00 Stanford University/The Metaphysics Research Lab 0 de-formal The Metaphysics Research Lab 2014-09-26T11:38:44Z 2456926.9852315 Stanford University/The Metaphysics Research Lab 0 0 plainlist 1 [[:Stanford University/The Metaphysics Research Lab]] Stanford University/The Metaphysics Research Lab# QUERY84b9adfe4cccf5e77179b21bd9faac27 0 1 count 2 [[HSA:Studiengang:Fakultaet::Stanford University/The Metaphysics Research Lab]] Stanford University/The Metaphysics Research Lab# QUERY41d79598d210457d424bf06a1b732767 0 1 count 2 [[Quelle:Fakultät::Stanford University/The Metaphysics Research Lab]] Stanford University/The Metaphysics Research Lab# QUERY8172afb959d6f286ed1c3134073028b8 0 1 template 4 <q> <q>[[Quelle:Fakultät::Stanford University/The Metaphysics Research Lab]]</q> OR <q>[[Quelle:Organisation::Stanford University/The Metaphysics Research Lab]]</q> </q> Stanford University/The Metaphysics Research Lab# QUERY10b95e236a7243b79aed98b2350297d2 0 1 count 2 [[Zitat:Fakultät::Stanford University/The Metaphysics Research Lab]] Stanford University/The Metaphysics Research Lab# QUERYbcea7bef08701fc6e0fce6a3168944b8 0 1 ul 2 [[Zitat:Fakultät::Stanford University/The Metaphysics Research Lab]] Stanford University/The Metaphysics Research Lab# QUERY0e9a58db6fcb13f9c0e79fd9ce539a97 Zalta, E. N. (2014): Frege's Theorem and Foundations for Arithmetic 0 de-formal Zalta, E. N. (2014): Frege's Theorem and Foundations for Arithmetic Geordnetes Paar: Definition von Frege 0 de-formal Geordnetes Paar: Definition von Frege Quelle:Fakultät 102 de-formal Quelle:Fakultät Zitat:Fakultät 102 de-formal Zitat:Fakultät