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Index « Titre (en) » - entrée « stability »
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srfcl < stability < stabilization  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 12.
Ident.Authors (with country if any)Title
000513 (2011) V. Merrien-Soukatchoff [France] ; T. Korini [Albanie] ; A. Thoraval [France]Use of an Integrated Discrete Fracture Network Code for Stochastic Stability Analyses of Fractured Rock Masses
000E50 (2008) Nicolas Jay [France] ; François Kohler [France] ; Amedeo Napoli [France]Analysis of Social Communities with Iceberg and Stability-Based Concept Lattices
000F95 (2007) Colin Riba [France]On the Stability by Union of Reducibility Candidates
001257 (2006) S. M. Saadni [France] ; M. Chaabane [Tunisie] ; D. Mehdi [France]ROBUST STABILITY AND STABILIZATION OF A CLASS OF SINGULAR SYSTEMS WITH MULTIPLE TIME‐VARYING DELAYS
001E06 (2001) Vincent D. Blondel [Belgique] ; Olivier Bournez [France] ; Pascal Koiran [France] ; John N. TsitsiklisThe Stability of Saturated Linear Dynamical Systems Is Undecidable
001E44 (2001) Didier Henrion [France] ; Michael Sebek [République tchèque] ; Olivier Bachelier [France]Rank-one LMI Approach to Stability of 2-D Polynomial Matrices
002068 (2000) Vincent D. Blondel [Belgique] ; Olivier Bournez [France] ; Pascal Koiran [France] ; John N. Tsitsiklis [États-Unis]The Stability of Saturated Linear Dynamical Systems Is Undecidable
002C73 (1994) Arnon Avron [Israël, Burundi] ; Nada Sasson [Israël]Stability, Sequentiality and Demand Driven Evaluation in Dataflow
002F92 (1992) Noel Cressie [États-Unis] ; Dale L. Zimmerman [États-Unis]On the stability of the geostatistical method
003323 (1989) F. Kedzierewicz [France] ; C. Finance [France] ; A. Nicolas [France] ; P. Dixneuf [France] ; M. Hoffman [France]Stability of parenteral ceftriaxone disodium solutions in frozen and liquid states: Effect of freezing and microwave thawing
003537 (1987) Czesław I. Bajer [France]Notes on the stability of non‐rectangular space–time finite elements
003B60 (1971) J. L. Joly ; P. J. LaurentStability and duality in convex minimization problems

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