Name
Affiliation
Papers
RICHARD M. WILSON
California Institute of Technology, 91125, Pasadena, California, USA
27
Collaborators
Citations 
PageRank 
26
697
340.86
Referers 
Referees 
References 
824
110
108
Search Limit
100824
Title
Citations
PageRank
Year
Diagonal forms of incidence matrices associated with t-uniform hypergraphs10.432014
Covering and packing for pairs.60.612013
Diagonal forms for incidence matrices and zero-sum Ramsey theory.00.342011
On set systems with restricted intersections modulo p and p-ary t-designs10.402009
More on decompositions of edge-colored complete graphs00.342008
The cone condition and t-designs00.342007
Set Systems with No Singleton Intersection40.502006
On resolvable designs227.802006
A lemma on polynomials modulo pm and applications to coding theory70.682006
Decompositions of edge-colored complete graphs181.552000
Signed Hypergraph Designs and Diagonal Forms for Some Incidence Matrices00.341999
Dynamic Hierarchy Specification and Visualization151.471999
Constructions of Hadamard difference sets111.081997
A new proof of several inequalities on codes and sets111.511995
Hyperplane Sections of Fermat Varieties in P3 in Char.2 and Some Applications to Cyclic Codes374.921993
Quasi-random graphs.549.721989
On the minimum distance of cyclic codes508.151986
On 2-designs3513.251985
The exact bound in the Erdös - Ko - Rado theorem7613.851984
On the Preparata and Goethals codes295.651983
Inequalities for t designs30.741983
Intersection theorems with geometric consequences.11418.961981
An existence theory for pairwise balanced designs, III: Proof of the existence conjectures5421.751975
Concerning the number of mutually orthogonal latin squares3539.421974
Embeddings of Steiner triple systems4012.061973
An existence theory for pairwise balanced designs I. Composition theorems and morphisms4488.311972
An existence theory for pairwise balanced designs II. The structure of PBD-closed sets and the existence conjectures3086.711972