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[2005.09281] Weighted Prefix Normal Words: Mind the Gap
arXiv
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arXiv
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由 Y Eikmeier 著作2020被引用 3 次 — In this work we investigate a generalisation for finite words over arbitrary finite alphabets, namely weighted prefix normality. We prove that ...
Weighted Prefix Normal Words: Mind the Gap
Springer
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由 Y Eikmeier 著作2021被引用 3 次 — In this work we investigate a generalisation for finite words over arbitrary finite alphabets, namely weighted prefix normality.
Weighted Prefix Normal Words: Mind the Gap
DLT 2021
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DLT 2021
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If the weight measure has gaps, we do not have a prefix normal form. Page 37. Gapfree Weight Measure. Existence. Definition. Weight ...
Weighted Prefix Normal Words: Mind the Gap | Developments in ...
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In this work we investigate a generalisation for finite words over arbitrary finite alphabets, namely weighted prefix normality. We prove that weighted prefix ...
(PDF) On Weighted Prefix Normal Words | Pamela Fleischmann
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In this work we investigate possible generalisations for finite words over arbitrary finite alphabets, namely weighted and subset prefix normality. We prove ...
Weighted Prefix Normal Words: Mind the Gap
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It is proved that weighted prefix normality is more expressive than both binary and subset prefixnormality and investigate the existence of a weighted ...
[2005.09281] Weighted Prefix Normal Words: Mind the Gap
arXiv
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arXiv
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In this work we investigate a generalisation for finite words over arbitrary finite alphabets, namely weighted prefix normality. We prove that weighted prefix ...
Weighted Prefix Normal Words: Mind the Gap | Request PDF
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In this work we investigate a generalisation for finite words over arbitrary finite alphabets, namely weighted prefix normality. We prove that weighted prefix ...
Weighted Prefix Normal Words: Mind the Gap | CoLab
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In this work we investigate a generalisation for finite words over arbitrary finite alphabets, namely weighted prefix normality. We prove that weighted prefix ...
Weighted Prefix Normal Words: Mind the Gap - The Journal Club
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In this work we investigate possible generalisations for finite words over arbitrary finite alphabets, namely weighted and subset prefix normality. We prove ...