Notre Dame Journal of Formal Logic

Papers
(The TQCC of Notre Dame Journal of Formal Logic is 1. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2021-12-01 to 2025-12-01.)
ArticleCitations
Simple Tableaus for Simple Logics6
Shrieking, Shrugging, and the Australian Plan5
Asymptotic Classes of Trees and ℵ0-categoricity5
The Proof-Theoretic Strength of Constructive Second-Order Set Theories4
Logics of False Belief and Reliable Belief4
Dominating Orders, Vertex Pursuit Games, and Computability Theory3
Exponential Fields: Lack of Generic Derivations3
Left Variable Inclusion Logics Associated with Classical Logic3
A Completeness Proof for a Regular Predicate Logic with Undefined Truth Value3
A Walk with Goodstein and Ackermann3
Burden of Henselian Valued Fields in the Denef–Pas Language3
Provable Better-Quasi-Orders2
Geometric Modal Logic2
The Complexity of Decomposability of Computable Rings2
On Cns(κ) and the Juhász–Kunen Question2
Structural Completeness in Many-Valued Logics with Rational Constants2
Measuring Inconsistency in Some Logics with Tense Operators2
Completeness of Infinitary Heterogeneous Logic2
Sets Completely Separated by Functions in Bishop Set Theory2
A Problem for Relative-Sameness Semantics2
Tableaux and Interpolation for Propositional Justification Logics2
Did Aristotle Endorse Aristotle’s Thesis? A Case Study in Aristotle’s Metalogic1
Unitary Representations of Locally Compact Groups as Metric Structures1
Effectively Constructible Fixed Points in Sacchetti’s Modal Logics of Provability1
Computable Categoricity Relative to a C.E. Degree1
Terence Tao, Hilbert’s Fifth Problem and Related Topics. American Mathematical Society, Providence, 2014. 338 pp.1
The Diversity of Minimal Cofinal Extensions1
Core Gödel1
Definability of Boolean Functions in Kripke Semantics1
Some Results on Non-Club Isomorphic Aronszajn Trees1
Modal Model Theory1
Classifying Invariants for E1: A Tail of a Generic Real1
Witt Vectors and Separably Closed Fields with Higher Derivations1
Core Tarski and Core McGee1
Products of Classes of Finite Structures1
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