Pages that link to "Item:Q1763704"
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The following pages link to On the equation \(x^k=z_1^{k_1}z_2^{k_2}\cdots z_n^{k_n}\) in a free semigroup (Q1763704):
Displaying 14 items.
- An extension of the Lyndon-Schützenberger result to pseudoperiodic words (Q716329) (← links)
- The extended equation of Lyndon and Schützenberger (Q730507) (← links)
- On the system of word equations \(x^ i_ 1 x^ i_ 2\dots x^ i_ m=y^ i_ 1 y^ i_ 2\dots y^ i_ n\) \((i=1,2,\dots)\) in a free monoid (Q1357811) (← links)
- The equation \(x^i=y^jz^k\) in a free semigroup. (Q1882661) (← links)
- On the system of word equations \(x_{0} u^{i}_{1} x_{1} u^{i}_{2} x_{2} u^{i}_{3} x_{3}=y_{0} v^{i}_{1} y_{1} v^{i}_{2} y_{2} v^{i}_{3} y_{3}\) \((i=0,1,2,\ldots)\) in a free monoid (Q1960659) (← links)
- Word equations in the context of string solving (Q2163975) (← links)
- Pseudo-solutions of word equations (Q2304544) (← links)
- On systems of word equations with simple loop sets (Q2373758) (← links)
- Word equations with \(k\)th powers of variables (Q2424902) (← links)
- In search of a word with special combinatorial properties (Q2702051) (← links)
- PROPERTIES OF PSEUDO-PRIMITIVE WORDS AND THEIR APPLICATIONS (Q3086250) (← links)
- An Extension of the Lyndon Schützenberger Result to Pseudoperiodic Words (Q3637224) (← links)
- (Q4221612) (← links)
- Word Equations Where a Power Equals a Product of Powers (Q4636656) (← links)
