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By Sidorov D. A.

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Extra info for A Bounded Stabilizing Control for Nonlinear Systems Synthesized Using Parametric Families of Lyapunov Functions

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Albicans. During the 1990s, molecular techniques began to take precedence over phenotypic tests due to their greater discriminatory power. Several molecular typing methods have been applied to C. albicans, including multi-locus enzyme electrophoresis (MLEE), Restriction enzyme analysis (REA), karyotype analysis and randomly amplified polymorphic DNA (RAPD) analysis (Sullivan and Coleman 2002). However, of all of the techniques used during this period, Southern hybridisation of genomic DNA with sequences corresponding to dispersed, repetitive elements in the Candida genome proved to be the most discriminatory and reliable.

Fungal Genet Biol 45:221–231 Cauda R, Tacconelli E, Tumbarello M, Morace G, De Bernardis F, Torosantucci A, Cassone A (1999) Role of protease inhibitors in preventing recurrent oral candidosis in patients with HIV infection: a prospective case-control study. J Acquir Immune Defic Syndr 21:20–25 Chou HH, Lo HJ, Chen KW, Liao MH, Li SY (2007) Multilocus sequence typing of Candida tropicalis shows clonal cluster enriched in isolates with resistance or trailing growth of fluconazole. Diagn Microbiol Infect Dis 58:427–433 Cliff PR, Sandoe JA, Heritage J, Brton RC (2008) Use of multilocus sequence typing for the investigation of colonisation by Candida albicans in intensive care unit patients.

Albicans. However, the relationship of type I C. stellatoidea isolates to C. albicans is less clear. Application of the C. albicans MLST scheme to four isolates identified as C. stellatoidea type I revealed that they clustered with two sucrose negative isolates designated C. africana in a group of strains highly distinct from the majority of C. albicans strains. These data suggest that C. stellatoidea type I may represent a genetically distinct subgroup of C. albicans strains (Jacobsen et al. 2007a).

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A Bounded Stabilizing Control for Nonlinear Systems Synthesized Using Parametric Families of Lyapunov Functions by Sidorov D. A.


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