maria mentari | Universitas Udayana (original) (raw)
Papers by maria mentari
Colture prottette, …, 2002
... avanzata fase di studio le tecnologie per la loro preparazione e sicurezza d'uso (Ng... more ... avanzata fase di studio le tecnologie per la loro preparazione e sicurezza d'uso (Nguyen-The e Prunier, 1989; Pratella e Tonini, 1995; Caponigro e Piro, 1998; Se-nesi, 1998 ... Maria Gonnella (*) - Monia Charfeddine (**) - Giulia Conversa (**) Antonio Elia (***) Pietro Santamaria ...
MERCATI E COMPETITIVITÀ, 2012
FEMS microbiology …, 1994
Systems & Control Letters, 2008
In this letter we show that closed reversible chemical reaction networks with independent element... more In this letter we show that closed reversible chemical reaction networks with independent elementary reactions admit a global pseudo-Hamiltonian structure which is at least locally dissipative around any equilibrium point. The structure matrix of the Hamiltonian description reflects the graph topology of the reaction network and it is a smooth function of the concentrations of the chemical species in the positive orthant. The physical interpretation of the description is briefly explained and two illustrative examples are presented for global and local dissipative Hamiltonian description, respectively.
Colture prottette, …, 2002
... avanzata fase di studio le tecnologie per la loro preparazione e sicurezza d'uso (Ng... more ... avanzata fase di studio le tecnologie per la loro preparazione e sicurezza d'uso (Nguyen-The e Prunier, 1989; Pratella e Tonini, 1995; Caponigro e Piro, 1998; Se-nesi, 1998 ... Maria Gonnella (*) - Monia Charfeddine (**) - Giulia Conversa (**) Antonio Elia (***) Pietro Santamaria ...
MERCATI E COMPETITIVITÀ, 2012
FEMS microbiology …, 1994
Systems & Control Letters, 2008
In this letter we show that closed reversible chemical reaction networks with independent element... more In this letter we show that closed reversible chemical reaction networks with independent elementary reactions admit a global pseudo-Hamiltonian structure which is at least locally dissipative around any equilibrium point. The structure matrix of the Hamiltonian description reflects the graph topology of the reaction network and it is a smooth function of the concentrations of the chemical species in the positive orthant. The physical interpretation of the description is briefly explained and two illustrative examples are presented for global and local dissipative Hamiltonian description, respectively.