  | 2009 | 
| 46 |             | Dan E. Willard:
Some specially formulated axiomizations for ISigma0 manage to evade the Herbrandized version of the Second Incompleteness Theorem.
Inf. Comput. 207(10): 1078-1093 (2009) | 
 | 2007 | 
| 45 |             | Dan E. Willard:
Passive induction and a solution to a Paris-Wilkie open question.
Ann. Pure Appl. Logic 146(2-3): 124-149 (2007) | 
 | 2006 | 
| 44 |             | Dan E. Willard:
A generalization of the Second Incompleteness Theorem and some exceptions to it.
Ann. Pure Appl. Logic 141(3): 472-496 (2006) | 
| 43 |             | Dan E. Willard:
The Axiom System ISigma0 Manages to Simultaneously Obey and Evade the Herbrandized Version of the Second Incompleteness Theorem.
Electr. Notes Theor. Comput. Sci. 165: 213-226 (2006) | 
 | 2005 | 
| 42 |             | Dan E. Willard:
On the Partial Respects in Which a Real Valued Arithmetic System Can Verify Its Tableaux Consistency.
TABLEAUX 2005: 292-306 | 
 | 2002 | 
| 41 |             | Dan E. Willard:
Some New Exceptions for the Semantic Tableaux Version of the Second Incompleteness Theorem.
TABLEAUX 2002: 281-297 | 
| 40 |             | Dan E. Willard:
An Algorithm for Handling Many Relational Calculus Queries Efficiently.
J. Comput. Syst. Sci. 65(2): 295-331 (2002) | 
| 39 |             | Dan E. Willard:
How to Extend The Semantic Tableaux and Cut-Free Versions of The Second Incompleteness Theorem Almost to Robinson's Arithmetic Q.
J. Symb. Log. 67(1): 465-496 (2002) | 
 | 2001 | 
| 38 |             | Dan E. Willard:
Self-Verifying Axiom Systems, The Incompleteness Theorem and Related Reflection Principles.
J. Symb. Log. 66(2): 536-596 (2001) | 
 | 2000 | 
| 37 |             | Dan E. Willard:
The Semantic Tableaux Version of the Second Incompleteness Theorem Extends Almost to Robinson's Arithmetic Q.
TABLEAUX 2000: 415-430 | 
| 36 |             | Dan E. Willard:
Examining Computational Geometry, Van Emde Boas Trees, and Hashing from the Perspective of the Fusion Tree.
SIAM J. Comput. 29(3): 1030-1049 (2000) | 
 | 1997 | 
| 35 |             | Dan E. Willard:
The Tangibility Reflection Principle for Self-Verifying Axiom Systems.
Kurt Gödel Colloquium 1997: 319-334 | 
 | 1996 | 
| 34 |             | Dan E. Willard:
Applications of Range Query Theory to Relational Data Base Join and Selection Operations.
J. Comput. Syst. Sci. 52(1): 157-169 (1996) | 
 | 1994 | 
| 33 |             | Michael L. Fredman,
Dan E. Willard:
Trans-Dichotomous Algorithms for Minimum Spanning Trees and Shortest Paths.
J. Comput. Syst. Sci. 48(3): 533-551 (1994) | 
 | 1993 | 
| 32 |             | Dan E. Willard:
Self-Verifying Axiom Systems.
Kurt Gödel Colloquium 1993: 325-336 | 
| 31 |             | Michael L. Fredman,
Dan E. Willard:
Surpassing the Information Theoretic Bound with Fusion Trees.
J. Comput. Syst. Sci. 47(3): 424-436 (1993) | 
 | 1992 | 
| 30 |             | Dan E. Willard:
Applications of the Fusion Tree Method to Computational Geometry and Searching.
SODA 1992: 286-295 | 
| 29 |             | Dan E. Willard:
A Density Control Algorithm for Doing Insertions and Deletions in a Sequentially Ordered File in Good Worst-Case Time
Inf. Comput. 97(2): 150-204 (1992) | 
 | 1991 | 
| 28 |             | Dan E. Willard:
Optimal Sample Cost Residues for Differential Database Batch Query Problems.
J. ACM 38(1): 104-119 (1991) | 
 | 1990 | 
| 27 |             | Young C. Wee,
Seth Chaiken,
Dan E. Willard:
Computing Geographic Nearest Neighbors Using Monotone Matrix Searching (Preliminary Version).
ACM Conference on Computer Science 1990: 49-55 | 
| 26 |             | Michael L. Fredman,
Dan E. Willard:
Trans-dichotomous Algorithms for Minimum Spanning Trees and Shortest Paths
FOCS 1990: 719-725 | 
| 25 |             | Dan E. Willard:
Quasilinear Algorithms for Processing Relational Calculus Expressions.
PODS 1990: 243-257 | 
| 24 |             | Michael L. Fredman,
Dan E. Willard:
BLASTING through the Information Theoretic Barrier with FUSION TREES
STOC 1990: 1-7 | 
| 23 |             | Young C. Wee,
Seth Chaiken,
Dan E. Willard:
On the Angle Restricted Nearest Neighbor Problem.
Inf. Process. Lett. 34(2): 71-76 (1990) | 
 | 1989 | 
| 22 |             | Dan E. Willard,
John H. Reif:
Parallel Processing Can Be Harmful: The Unusual Behavior of Interpolation Search
Inf. Comput. 81(3): 364-379 (1989) | 
| 21 |             | Dan E. Willard:
Lower Bounds for the Addition-Subtraction Operations in Orthogonal Range Queries and Related Problems
Inf. Comput. 82(1): 45-64 (1989) | 
 | 1988 | 
| 20 |             | Dan E. Willard,
Young C. Wee:
Quasi-Valid Range Querying and Its Implications for Nearest Neighbor Problems.
Symposium on Computational Geometry 1988: 34-43 | 
 | 1987 | 
| 19 |             | Dan E. Willard:
Multidimensional search trees that provide new types of memory reductions.
J. ACM 34(4): 846-858 (1987) | 
 | 1986 | 
| 18 |             | Dan E. Willard:
Lower Bounds for Dynamic Range Query Problems That Permit Subtraction (Extended Abstract).
ICALP 1986: 444-453 | 
| 17 |             | Dan E. Willard:
Good Worst-Case Algorithms for Inserting and Deleting Records in Dense Sequential Files.
SIGMOD Conference 1986: 251-260 | 
| 16 |             | Dan E. Willard:
On the Application of Shared Retrieval to Orthogonal Range Queries.
Symposium on Computational Geometry 1986: 80-89 | 
| 15 |             | Dan E. Willard:
Log-Logarithmic Selection Resolution Protocols in a Multiple Access Channel.
SIAM J. Comput. 15(2): 468-477 (1986) | 
 | 1985 | 
| 14 |             | Dan E. Willard:
Reduced Memory Space for Multi-Dimensional Search Trees (Extended Abstract).
STACS 1985: 363-374 | 
| 13 |             | Brenda S. Baker,
Edward G. Coffman Jr.,
Dan E. Willard:
Algorithms for Resolving Conflicts in Dynamic Storage Allocation
J. ACM 32(2): 327-343 (1985) | 
| 12 |             | Dan E. Willard,
George S. Lueker:
Adding Range Restriction Capability to Dynamic Data Structures
J. ACM 32(3): 597-617 (1985) | 
| 11 |             | Dan E. Willard:
New Data Structures for Orthogonal Range Queries.
SIAM J. Comput. 14(1): 232-253 (1985) | 
| 10 |             | Dan E. Willard:
Searching Unindexed and Nonuniformly Generated Files in log log N Time.
SIAM J. Comput. 14(4): 1013-1029 (1985) | 
 | 1984 | 
| 9 |             | Dan E. Willard:
Sampling Algorithms for Differential Batch Retrieval Problems (Extended Abstract).
ICALP 1984: 514-526 | 
| 8 |             | Dan E. Willard:
Efficient Processing of Relational Calculus Expressions Using Range Query Theory.
SIGMOD Conference 1984: 164-175 | 
| 7 |             | Dan E. Willard:
Log-Logarithmic Protocols for Resolving Ethernet and Semaphore Conflicts (Preliminary Report)
STOC 1984: 512-521 | 
| 6 |             | Dan E. Willard:
New Trie Data Structures Which Support Very Fast Search Operations.
J. Comput. Syst. Sci. 28(3): 379-394 (1984) | 
 | 1983 | 
| 5 |             | Dan E. Willard:
Log-Logarithmic Worst-Case Range Queries are Possible in Space Theta(N).
Inf. Process. Lett. 17(2): 81-84 (1983) | 
 | 1982 | 
| 4 |             | Dan E. Willard:
Maintaining Dense Sequential Files in a Dynamic Environment (Extended Abstract)
STOC 1982: 114-121 | 
| 3 |             | George S. Lueker,
Dan E. Willard:
A Data Structure for Dynamic Range Queries.
Inf. Process. Lett. 15(5): 209-213 (1982) | 
| 2 |             | Dan E. Willard:
Polygon Retrieval.
SIAM J. Comput. 11(1): 149-165 (1982) | 
 | 1978 | 
| 1 |             | Dan E. Willard:
Predicate-Oriented Database Search Algorithms
Garland Publishing, New York 1978 |