Working Papers

Parent: Group in Logic and the Methodology of Science

eScholarship stats: Breakdown by Item for June through September, 2026

ItemTitleTotal requestsDownloadView-only%Dnld
1159j6ckReflection ranks and ordinal analysis306252818.2%
9v11r0dqPossibility Frames and Forcing for Modal Logic (June 2016)2443820615.6%
78v634pcB-Frame Duality2403320713.8%
37z3r3t4Split Cycle: A New Condorcet Consistent Voting Method Independent of Clones and Immune to Spoilers2274118618.1%
0tm6b30qPossibility Frames and Forcing for Modal Logic (February 2018)2244517920.1%
07v9360jOne Modal Logic to Rule Them All? (Extended Technical Report)1692214713.0%
0ss5z8g3The Orthologic of Epistemic Modals1484210628.4%
8bp759ncA fundamental non-classical logic1482512316.9%
881757qnA Representation Theorem for Possibility Models1442911520.1%
5039n29tA partial-state space model of unawareness1423011221.1%
7476g21wOn the Logic of Belief and Propositional Quantification1271711013.4%
5462j5b6Possibility Frames and Forcing for Modal Logic124349027.4%
1bf3g4fnOn the Logics with Propositional Quantifiers Extending S5Π116318526.7%
2kf0p9bgResults in Modal Correspondence Theory for Possibility Semantics112229019.6%
5q9634jvScott Ranks of Models of a Theory10101010.0%
80n21914Completeness for an Intuitionistic Modal Logic of Vagueness99188118.2%
5hx1k7mwIntuitionism and Nuclei91236825.3%
65r7m9jrULTRAHOMOGENEOUS AND EXISTENTIALLY CLOSED HEYTING ALGEBRAS87335437.9%
1w71d5g8Fine's canonicity theorem for some classes of neighborhood frames81166519.8%
7t12914nModal Correspondence Theory for Possibility Semantics79225727.8%
8t17f71zIncompleteness and jump hierarchies75165921.3%
7d43h924Choice-free representation of ortholattices72126016.7%
8ht6w3kkFirst-order possibility models and finitary completeness proofs71215029.6%
40j0v0hbA note on the consistency operator61184329.5%
3dg565gqOperationalism Meets Modal Logic55104518.2%
1fm9h9bqON THE INEVITABILITY OF THE CONSISTENCY OPERATOR52143826.9%

Note: Due to the evolving nature of web traffic, the data presented here should be considered approximate and subject to revision. Learn more.