Jaro–Winkler similarity

Summary

Jaro–Winkler similarity is a similarity measure^[1].

Key Facts

• Jaro–Winkler similarity's instance of is recorded as similarity measure^[2].
• William E. Winkler is named after Jaro–Winkler similarity^[3].
• Matthew Jaro is named after Jaro–Winkler similarity^[4].
• Jaro–Winkler similarity's described by source is recorded as String Comparator Metrics and Enhanced Decision Rules in the Fellegi-Sunter Model of Record Linkage^[5].
• Jaro–Winkler similarity's different from is recorded as Jaro–Winkler distance^[6].
• Jaro–Winkler similarity's different from is recorded as Jaro similarity^[7].
• Jaro–Winkler similarity's defining formula is recorded as sim_w(s_1,s_2)= \left{\begin{array}{l l}sim_j(s_1,s_2) + l \cdot p \cdot \left(1 - sim_j(s_1,s_2)\right) & \text{if }sim_j(s_1,s_2) > b_t\ sim_j(s_1,s_2) & \text{otherwise} \end{array} \right.^[8].
• Jaro–Winkler similarity's calculated from is recorded as Jaro similarity^[9].
• Jaro–Winkler similarity's Dictionary of Algorithms and Data Structures ID is recorded as jaroWinkler^[10].
• Jaro–Winkler similarity's maintained by WikiProject is recorded as WikiProject Mathematics^[11].
• Jaro–Winkler similarity's in defining formula is recorded as sim_w^[12].