AbstractParikh matrices recently introduced have turned out to be a powerful tool in the arithmetizing of the theory of words. In particular, many inequalities between (scattered) subword occurrences have been obtained as consequences of the properties of the matrices. This paper continues the investigation of Parikh matrices and subword occurrences. In particular, we study certain inequalities, as well as information about subword occurrences sufficient to determine the whole word uniquely. Some algebraic considerations, facts about forbidden subwords, as well as some open problems are also included
A word w is a sequence of symbols. A scattered subword or simply a subword u of the word w is a subs...
Parikh matrices introduced by Mateescu et al. are very useful in understanding structural properties...
AbstractThis paper introduces the notion of a subword condition and investigates languages defined b...
AbstractParikh matrices recently introduced have turned out to be a powerful tool in the arithmetizi...
AbstractParikh matrices recently introduced give much more information about a word than just the nu...
The paper investigates inference based on quantities \textbackslash{}w\textbackslash{}(u), the numbe...
AbstractWhen words are characterized in terms of numerical quantities, awkward considerations due to...
AbstractWe introduce the notion of Parikh matrix induced by a word, a natural extension to the notio...
Parikh matrices have become a useful tool for investigation of subword structure of words. Several g...
A new direction of study was initiated around the year 2000 by introducing a novel notion, namely, P...
Using the fact that the Parikh matrix mapping is not an injective mapping, the paper investigates so...
The Parikh matrix mapping allows us to describe words using matrices. Whilst compact, this descripti...
The Parikh matrix mapping allows us to describe words using matrices. Whilst compact, this descripti...
Parikh matrix is a numerical property of a word on an ordered alphabet. It is used for studying word...
The Parikh matrix mapping is a concept that provides information on the number of occurrences of cer...
A word w is a sequence of symbols. A scattered subword or simply a subword u of the word w is a subs...
Parikh matrices introduced by Mateescu et al. are very useful in understanding structural properties...
AbstractThis paper introduces the notion of a subword condition and investigates languages defined b...
AbstractParikh matrices recently introduced have turned out to be a powerful tool in the arithmetizi...
AbstractParikh matrices recently introduced give much more information about a word than just the nu...
The paper investigates inference based on quantities \textbackslash{}w\textbackslash{}(u), the numbe...
AbstractWhen words are characterized in terms of numerical quantities, awkward considerations due to...
AbstractWe introduce the notion of Parikh matrix induced by a word, a natural extension to the notio...
Parikh matrices have become a useful tool for investigation of subword structure of words. Several g...
A new direction of study was initiated around the year 2000 by introducing a novel notion, namely, P...
Using the fact that the Parikh matrix mapping is not an injective mapping, the paper investigates so...
The Parikh matrix mapping allows us to describe words using matrices. Whilst compact, this descripti...
The Parikh matrix mapping allows us to describe words using matrices. Whilst compact, this descripti...
Parikh matrix is a numerical property of a word on an ordered alphabet. It is used for studying word...
The Parikh matrix mapping is a concept that provides information on the number of occurrences of cer...
A word w is a sequence of symbols. A scattered subword or simply a subword u of the word w is a subs...
Parikh matrices introduced by Mateescu et al. are very useful in understanding structural properties...
AbstractThis paper introduces the notion of a subword condition and investigates languages defined b...