data generat system dimension attractor taken theorem guarante reconstruct diffeomorph origin attractor can built from singl time seri dimension phase space howev under certain condit reconstruct possibl even space smaller dimens this topic veri import becaus size reconstruct space relat effect whole subsequ analysi paper fals nearest neighbour fnn method revisit estim optimum embed paramet most appropri observ state space reconstruct modif fals nearest neighbour method introduc the find contribut evid length embed time window more import than reconstruct delay time embed dimens separ moreov sever time seri same system observ choic one use reconstruct could also critic the result demonstr two chaotic benchmark system

Anna Krakovská

Kristína Mezeiová

Hana Budáčová

Use of False Nearest Neighbours for Selecting Variables and Embedding Parameters for State Space Reconstruction

recent azam introduc notion complex valu metric space prove fix point theorem under contract condit rao introduc notion complex valu bmetric space paper obtain some fix point result map satisfi ration express complex valu bmetric space also exampl given illustr our obtain result

A. K. Dubey

Rita Shukla

R. P. Dubey

Some Fixed Point Theorems in Complex Valued b-Metric Spaces

the capac maintain stabil system reli compon which make system this studi explor relationship between componentlevel resili systemlevel resili aim identifi polici which foster systemlevel resili situat where exist incent might undermin use abstract model interact special resourc user produc which can parameter repres specif real system want understand how featur stockpil influenc system versus compon resili system subject perturb vari intens frequenc for our studi creat simplifi economi which inventori carri cost impos incentiv smaller inventori examin how compon vari inventori level compet environ subject period resourc scarciti the result show polici requir larger inventori foster higher componentlevel resili foster higher systemlevel resili inventori carri cost reduc product effici inventori size increas jit inventori strategi improv product effici afford ani buffer against futur uncertainti resourc avail

Michael D. Mitchell

Walter E. Beyeler

Studying the Relationship between System-Level and Component-Level Resilience

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Journal of Complex Systems