Zoltán A. Tuza

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In this paper an algorithm is given to determine all possible structurally different linearly conjugate realizations of a given kinetic polynomial system. The solution is based on the iterative search for constrained dense realizations using linear programming. Since there might exist exponentially many different reaction graph structures, we cannot expect(More)
— In this paper, we develop an experimentally validated MATLAB software toolbox as an accompaniment to an in vitro cell-free biomolecular " breadboard " system. The toolbox gives insight into the dynamics of unmeasured states in the cell-free system, accounting especially for the resource usage. Parameter lumping and the reduced order modeling are used to(More)
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