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'''Cross-recurrence quantification''' ('''CRQ''') is a [[non-linear method]] that quantifies how similarly two observed data series unfold over time.<ref>
{{cite journal
|last=Shockley |first=K.
|last2=Butwill |first2=M.
|last3=Zbilut |first3=J.
|last4=Webber |first4=C.
|journal=[[Physics Letters A]]
|volume=305 |issue=1–2 |pages=59–69
|year=2002
|doi=10.1016/S0375-9601(02)01411-1
{{cite journal
|first=K. |last=Shockley
|first2=D.C. |last2=Richardson
|first3=R. |last3=Dale
|title=Conversation and coordinative structures
|journal=[[Topics in Cognitive Science]]
|volume=1 |issue=2 |pages=305–319
|year=2009
|doi=10.1111/j.1756-8765.2009.01021.x|pmid=25164935
|doi-access=free
}}</ref>
==References==
▲"Cross-Recurrence Quantification (CRQ) is a nonlinear method that quantifies how similarly two observed data series unfold over time (Shockley, Butwill, Zbilut, & Webber, 2002; Zbilut, Giuliani, & Webber, 1998),CRQ produces measures reflecting coordination, such as how often two data series have similar values or reflect similar system states (called percentage recurrence, or %REC), among other measures." (Shockley, K., Richardson, D. C., and Dale, R. 2009)
<references/>
*{{cite journal
|last=Zbilut |first=J.P.
|last2=Giuliani |first2=A.
|last3=Webber |first3=C.L. Jr
|title=Detecting deterministic signals in exceptionally noisy environments using cross-recurrence quantification
|journal=[[Physics Letters A]]
|volume=246 |issue=1–2 |pages=122–128
|year=1998
|doi=10.1016/S0375-9601(98)00457-5
|bibcode = 1998PhLA..246..122Z }}
[[Category:Signal processing]]
▲Shockley, K., Butwill, M., Zbilut, J., & Webber, C. (2002). Cross recurrence quantification of coupled oscillators.
{{signal-processing-stub}}
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