Results 51 to 60 of about 1,338,709 (133)
Affine Standard Lyndon Words: A-Type
Abstract We generalize an algorithm of Leclerc [ 6] describing explicitly the bijection of Lalonde–Ram [ 5] from finite to affine Lie algebras. In type $A_{n}^{(1)}$, we compute all affine standard Lyndon words for any order of the simple roots and establish some properties of the induced orders on the positive affine roots.
Avdieiev, Yehor, Tsymbaliuk, Alexander
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In a recent paper, Brlek, Jamet and Paquin showed that some extremal infinite smooth words are also infinite Lyndon words. This result raises a natural question: are they the only ones? If no, what do the infinite smooth words that are also Lyndon words look like? In this paper, we give the answer, proving that the only infinite smooth Lyndon words are
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The Leibniz-Hopf algebra and Lyndon words [PDF]
Let ${cal Z$ denote the free associative algebra ${ol Z langle Z_1 , Z_2 , ldots rangle$ over the integers. This algebra carries a Hopf algebra structure for which the comultiplication is $Z_n mapsto Sigma_{i+j=n Z_i otimes Z_j$.
Hazewinkel, M. (Michiel) +1 more
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Lyndon Factorization of Infinite Words
Infinite Lyndon words have been introduced in [1], where the authors proved a factorization theorem for infinite words: any infinite word can be written as a non increasing product of Lyndon words, finite and/or infinite.
Guy Melançon
core
A Lie Bracket for the Momentum Kernel. [PDF]
Frost H, Mafra CR, Mason L.
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Positioning of psychodynamic psychotherapy in the treatment of depression: A comparison of the RANZCP 2020 and NICE 2022 guidelines. [PDF]
Malhi GS +9 more
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Some Variations on Lyndon Words (Invited Talk)
In this paper we compare two finite words u and v by the lexicographical order of the infinite words u^omega and v^omega. Informally, we say that we compare u and v by the infinite order.
Reutenauer, Christophe +2 more
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Video footage from the WBAP-TV television station in Fort Worth, Texas, to accompany a news story about an appreciation dinner for Senator Lyndon B ...
WBAP-TV (Television station : Fort Worth, Tex.)
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A cross-sectional study of Australian chiropractors' and students' readiness to identify and support patients experiencing intimate partner violence. [PDF]
Moore KM +4 more
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