Jeff Dinitz

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Douglas StinsonProfessor Emeritus, David R. Cheriton School of Computer Science, University of WaterlooVerified email at uwaterloo.ca
Dan ArchdeaconProfessor of Mathematics and Statistics, University of VermontVerified email at uvm.edu
Alan LingVerified email at cems.uvm.edu
Diane DonovanMathematics University of QueenslandVerified email at maths.uq.edu.au
Emine Şule YazıcıKoç UniversityVerified email at ku.edu.tr
Ian WanlessMonash UniversityVerified email at monash.edu
Rosa *AProfessor of Mathematics, McMaster UniversityVerified email at mcmaster.ca
Gregory S. WarringtonProfessor of Mathematics, University of VermontVerified email at uvm.edu
Brendan McKayProfessor of Computer Science, Australian National UniversityVerified email at anu.edu.au
Andras GyarfasAlfred renyi institute of Mathematics, Hungarian Academy of SciencesVerified email at renyi.mta.hu
Stuart W. MargolisProfessor of Mathematics, Bar-Ilan University, Ramat-Gan, IsraelVerified email at math.biu.ac.il
Jeffrey BuzasUniversity of VermontVerified email at uvm.edu
William J MartinWorcester Polytechnic InstituteVerified email at wpi.edu
Ruizhong WeiProfessor, Lakehead UniversityVerified email at lakeheadu.ca
Nicholas CavenaghWaikato UniversityVerified email at waikato.ac.nz
Anita PASOTTIUniversità degli Studi di BresciaVerified email at unibs.it
Therese DonovanUSGS Vermont Cooperative Fish and Wildlife Research UnitVerified email at uvm.edu
Paterson MBProfessor of Mathematics, Birkbeck, University of LondonVerified email at bbk.ac.uk
Patric ÖstergårdVerified email at aalto.fi
Donald L. KreherProfessor Emeritus, Michigan Technological UniversiyVerified email at mtu.edu

Jeff Dinitz

Emeritus Professor of Mathematics and Statistics, University of Vermont

Verified email at uvm.edu - Homepage

Combinatorial Designs


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
The CRC handbook of combinatorial designs CJ Colbourn, JH Dinitz Discrete Mathematics and Its Applications 4, 1995	361	1995
Mutually orthogonal Latin squares (MOLS) RJR Abel, CJ Colbourn, JH Dinitz Handbook of combinatorial designs, 186-218, 2006	320	2006
Room squares and related designs, In (JH Dinitz and DR Stinson, eds.), Contemporary Design Theory, Chapter 5, J JH Dinitz Wiley, New York, 1992	234*	1992
Contemporary design theory: A collection of Surveys JH Dinitz, DR Stinson Wiley-Interscience, 1992	234	1992
Applications of combinatorial designs to communications, cryptography, and networking CJ Colbourn, JH Dinitz, DR Stinson, ... Faculty of Mathematics, University of Waterloo, 1999	196	1999
Mutually orthogonal Latin squares: a brief survey of constructions C J Colbourn, J H Dinitz Journal of Statistical Planning and Inference 95 (1-2), 9-48, 2001	99	2001
Room squares and related designs JH Dinitz, DR Stinson Contemporary Design Theory: A collection of surveys, 137-204, 1992	97	1992
There are 526,915,620 nonisomorphic one‐factorizations of K₁₂ JH Dinitz, DK Garnick, BD McKay Journal of Combinatorial Designs 2 (4), 273-285, 1994	90	1994
On the irregularity strength of the m × n grid JH Dinitz, DK Garnick, A Gyárfás Journal of graph theory 16 (4), 355-374, 1992	68	1992
Scheduling a tournament JH Dinitz, D Froncek, ER Lamken, WD Wallis Handbook of combinatorial designs, 617-631, 2006	67	2006
Bicoloring triple systems C Colbourn, J Dinitz, A Rosa Electronic J. Combin 6 (1), 1999	56*	1999
MOLS with holes JH Dinitz, DR Stinson Discrete Mathematics 44 (2), 145-154, 1983	53	1983
Making the MOLS table CJ Colbourn, JH Dinitz Computational and constructive design theory, 67-134, 1996	51	1996
A hill-climbing algorithm for the construction of one-factorizations and Room squares JH Dinitz, DR Stinson SIAM journal on algebraic and discrete methods 8, 430, 1987	49	1987
Latin squares CJ Colbourn, JH Dinitz, IM Wanless Handbook of combinatorial designs, 161-177, 2006	47	2006
Square integer Heffter arrays with empty cells DS Archdeacon, JH Dinitz, DM Donovan, EŞ Yazıcı Designs, Codes and Cryptography 77, 409-426, 2015	41	2015
Starters JH Dinitz Handbook of Combinatorial Designs, 648-654, 2006	41	2006
The spectrum of Room cubes JH Dinitz, DR Stinson European J. of Combinatorics 2, 221-230, 1981	41	1981
Some new perfect one‐factorizations from starters in finite fields JH Dinitz, DR Stinson Journal of graph theory 13 (4), 405-415, 1989	39	1989
Tight Heffter arrays exist for all possible values DS Archdeacon, T Boothby, JH Dinitz Journal of Combinatorial Designs 25 (1), 5-35, 2017	36	2017

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