Loading...
Search for:
mahmoodian--e--s
0.105 seconds
| # | Type | Title | Author | Publisher | Pub. Year | Subjects | Call Number |
|---|---|---|---|---|---|---|---|
| 1 | مقاله | Possible volumes of t-(v, T + 1) Latin trades | Mahmoodian, E. S. | Charles Babbage Research Centre, | 2013 |
Latin bitrade.
Spectrum. T-latin trade. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
| 2 | مقاله | Coloring the square of products of cycles and paths | Mahmoodian, E. S. | 2011 |
Cylinders and tori.
Distance coloring. Graph G. Grids. Sharp bounds. Vertex set. Cylinders (shapes) Coloring. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 3 | مقاله | On minimum vertex covers of generalized petersen graphs | Behsaz, B. | 2008 |
Domination number.
Paired-domination. Critical graph. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 4 | مقاله | On the size of the minimum critical set of a Latin square | Ghandehari, M. | 2005 |
Combinatorial mathematics.
Matrix algebra. Number theory. Probability. Theorem proving. Conjectures. Critical sets. Latin squares. Partial Latin squares. Set theory. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 5 | مقاله | On the spectrum of the forced matching number of graphs | Afshani, P. | 2004 |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
||
| 6 | مقاله | On the forced matching numbers of bipartite graphs | Adams, P. | 2004 |
Forcing number.
Hypercubes. Matching in graphs. Unique matchings. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 7 | مقاله | On the possible volumes of μ-way latin trades | Adams, P. | Birkhauser Verlag Basel, | 2002 |
Intersection.
Latin rectangle. Latin square. Trade. Volume of trade. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
| 8 | مقاله | The three-way intersection problem for latin squares | Adams, P. | 2002 |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
||
| 9 | مقاله | A linear algebraic approach to orthogonal arrays and Latin squares | Khanban, A. A. | 2012 |
Basis for inclusion matrix.
Latin squares. Latin trades. Orthogonal arrays. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 10 | مقاله | On the existence of 3 -way k-homogeneous Latin trades | Bagheri Gh., B. | 2012 |
μ-way k-homogeneous Latin trade.
μ-way Latin trade. Latin square. Latin trade. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 11 | مقاله | On the defining sets of some special graphs | Mahmoodian, E. S. | 2006 |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
||
| 12 | مقاله | Silver Block Intersection Graphs of Steiner 2-Designs | Ahadi, A. | 2013 |
Block intersection graph.
Silver coloring. Steiner 2-design. Steiner triple system. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 13 | مقاله | On the chromatic number of Latin square graphs | Besharati, N. | Elsevier | 2016 |
Cayley table.
Coloring. Latin square. Latin square graphs. Net graphs. Orthogonal array. Orthogonal mate. Partial transversal. Transversal. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
| 14 | مقاله | The square chromatic number of the torus | Goodarzvand Chegini, A. | Elsevier | 2016 |
2-distance colouring.
Cartesian product. Torus. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
| 15 | مقاله | Silver cubes | Ghebleh, M. | 2008 |
Silver matrix.
Graph colouring. Coding theory. Domination in graphs. Finite projective geometry. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 16 | مقاله | A linear algebraic approach to directed designs | Mahmoodian, E. S. | 2001 |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
||
| 17 | مقاله | Vertex domination of generalized Petersen graphs | Javad Ebrahimi, B. | 2009 |
Cardinality.
Dominating sets. Domination numbers. Edge-sets. Efficient dominating sets. Efficient domination. Generalized Petersen graph. Graph g. Minimum dominating sets. Natural numbers. Odd numbers. Perfect domination. Sufficient conditions. Vertex domination. Vertex sets. Graph theory. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
|
| 18 | مقاله | Smallest defining number of r-regular k-chromatic graphs: R ≠ k | Mahmoodian, E. S. | 2006 |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
||
| 19 | مقاله | On uniquely k-list colorable planar graphs, graphs on surfaces, and regular graphs | Abdolmaleki, M. | Springer Tokyo, | 2018 |
Graphs on surfaces.
Planar graphs. Regular graphs. Uniquely list colorable graphs. |
$stringUtil.getCallnumberViewFormat($resource.getCallNumber())
|
| 20 | پایان نامه | چند روش کاهش گراف و کاربرد آن ها در مونتاژ موازی ژن Graph Reductions and its Application in Parallel Gene Assembly | آزادی، محمد Azadi, Mohammad | صنعتی شریف | 1391 | موازی کاری Parallelism / کاهش گراف Graph Reduction / پیچیدگی موازی Parallel Complexity / مونتاژ ژن Gene Assembly |
02-43467
|