Name
Affiliation
Papers
TERO LAIHONEN
Department of Mathematics, University of Turku, FIN-20014 Turku, Finland
65
Collaborators
Citations 
PageRank 
25
363
39.39
Referers 
Referees 
References 
216
178
493
Search Limit
100216
Title
Citations
PageRank
Year
On the metric dimensions for sets of vertices.00.342023
On vertices contained in all or in no metric basis00.342022
On Levenshtein’s Channel and List Size in Information Retrieval20.372021
Tolerant location detection in sensor networks.00.342020
The solid-metric dimension.00.342020
The Levenshtein’s Channel and the List Size in Information Retrieval00.342019
On -revealing codes in binary Hamming spaces.00.342019
On a Conjecture Regarding Identification in Hamming Graphs00.342019
On Stronger Types of Locating-dominating Codes00.342019
Solving Two Conjectures regarding Codes for Location in Circulant Graphs.00.342019
Optimal bounds on codes for location in circulant graphs.10.372018
On regular and new types of codes for location-domination.00.342018
On {ℓ}-Metric Dimensions in Graphs.10.382018
Information retrieval and the average number of input clues.00.342017
The metric dimension for resolving several objects.00.342016
Minimum Number of Input Clues in Robust Information Retrieval.00.342016
Information Retrieval With Varying Number of Input Clues10.372016
Information retrieval with unambiguous output20.412015
Graphs where every k-subset of vertices is an identifying set.40.492014
An improved lower bound for (1, ≤ 2)-identifying codes in the king grid.20.412014
Codes for Information Retrieval With Small Uncertainty30.462014
Optimal identification of sets of edges using 2-factors.10.372013
Tolerant identification with Euclidean balls00.342013
Optimal Identifying Codes in Cycles and Paths90.552012
Optimal lower bound for 2-identifying code in the hexagonal grid40.512012
Locally identifying colourings for graphs with given maximum degree60.592012
New lower bounds for identifying codes in infinite grids00.342012
An improved lower bound for (1,<=2)-identifying codes in the king grid30.402011
Locating-Dominating Codes In Cycles00.342011
Locating-dominating codes in paths20.402011
Identification in Z2 using Euclidean balls40.552011
Improved bounds on identifying codes in binary Hamming spaces80.552010
On Vertex-Robust Identifying Codes of Level Three.00.342010
Upper bounds for binary identifying codes30.462009
An optimal result for codes identifying sets of words00.342009
Note: On the size of identifying codes in binary hypercubes40.422009
On the size of identifying codes in binary hypercubes80.512009
New bounds on binary identifying codes110.762008
On cages admitting identifying codes60.612008
On graphs admitting t-ID codes.00.342008
On identifying codes that are robust against edge changes60.512007
On a new class of identifying codes in graphs120.822007
Optimal t-Edge-Robust r-Identifying Codes in the King Lattice70.602006
On locating-dominating sets in infinite grids120.612006
On robust identification in the square and king grids50.432006
On Optimal Edge-Robust and Vertex-Robust $(1,\leq l)$-Identifying Codes40.412005
On Locating-Dominating Codes In Binary Hamming Spaces90.742004
On Identifying Codes in the Triangular and Square Grids160.972004
On identifying codes in the hexagonal mesh100.752004
On identification in the triangular grid70.642004
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