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Eli Berger
Associate Professor
,
Faculty of Natural Sciences
,
Department of Mathematics
Former affiliation
Associate Professor
,
Faculty of Natural Sciences
,
Department of Mathematics
2001
2022
Research activity per year
Overview
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Research output
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Dive into the research topics where Eli Berger is active. These topic labels come from the works of this person. Together they form a unique fingerprint.
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Mathematics
Graph in graph theory
100%
Vertex of a graph
80%
Matroid
67%
Hypergraph
67%
Digraph
57%
Tournament
54%
Theorem
49%
Partition
47%
Infinite Graphs
45%
Clique
45%
Bipartite Graph
41%
Independent Set
36%
Path
36%
Colouring
32%
Disjoint
30%
Intersection
30%
Weighted Graph
27%
Simplicial Complex
26%
Union
25%
Topological Methods
25%
Covering number
24%
Independence
23%
Matching number
22%
Connectivity
19%
Domination
19%
KKM Theorem
19%
Eigenvalue
19%
Cycle Space
18%
Acyclic Coloring
18%
Subgraph
18%
Edge Cover
18%
Min-cut
18%
Lower bound
17%
Degree Condition
17%
Independence number
16%
Poset
16%
Antichain
16%
Plane Graph
15%
Treewidth
14%
Denote
14%
Subset
13%
Shortest path
13%
Subdivision
13%
Spanning tree
13%
Finite Graph
13%
Partial
13%
Forcing
12%
Countable
12%
Color
12%
Generalization
12%
