Search Results - "Mobilia, M."

Fixation in evolutionary games under non-vanishing selection by Mobilia, M, Assaf, M

“…One of the most striking effect of fluctuations in evolutionary game theory is the possibility for mutants to fixate (take over) an entire population. Here, we…”
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Coexistence in the two-dimensional May-Leonard model with random rates by He, Q., Mobilia, M., Täuber, U. C.

“…We employ Monte Carlo simulations to numerically study the temporal evolution and transient oscillations of the population densities, the associated frequency…”
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Dynamics of strategic three-choice voting by Volovik, D, Mobilia, M, Redner, S

“…In certain parliamentary democracies, there are two major parties that move in and out of power every few elections, and a third minority party that…”
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Fixation and polarization in a three-species opinion dynamics model by Mobilia, M.

“…Motivated by the dynamics of cultural change and diversity, we generalize the three-species constrained voter model on a complete graph introduced in J. Phys…”
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Does a single zealot affect an infinite group of voters? by Mobilia, Mauro

“…A method for studying the exact properties of a class of inhomogeneous stochastic many-body systems is developed and presented in the framework of a voter…”
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Majority versus minority dynamics: phase transition in an interacting two-state spin system by Mobilia, M, Redner, S

“…We introduce a simple model of opinion dynamics in which binary-state agents evolve due to the influence of agents in a local neighborhood. In a single update…”
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Solution of Classical Stochastic One-Dimensional Many-Body Systems by Bares, P.-A., Mobilia, M.

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Bares and mobilia reply by Bares, P, Mobilia, M

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Self-organization of mobile populations in cyclic competition by Reichenbach, Tobias, Mobilia, Mauro, Frey, Erwin

“…The formation of out-of-equilibrium patterns is a characteristic feature of spatially extended, biodiverse, ecological systems. Intriguing examples are…”
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Exact dynamics of a reaction-diffusion model with spatially alternating rates by Mobilia, M, Schmittmann, B, Zia, R K P

“…We present the exact solution for the full dynamics of a nonequilibrium spin chain and its dual reaction-diffusion model, for arbitrary initial conditions. The…”
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A method for isolation of rat renal microvessels and mRNA localization by Pelayo, J C, Mobilia, M A, Tjio, S, Singh, R, Nakamoto, J M, Van Dop, C

“…The objective of this study was to develop a technique to identify and dissect segments of the rat renal microcirculation and to apply reverse transcription…”
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Soluble two-species diffusion-limited models in arbitrary dimensions by Mobilia, M, Bares, P A

“…A class of two-species (three-states) bimolecular diffusion-limited models of classical particles with hard-core reacting and diffusing in a hypercubic lattice…”
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PF426 GENOTYPE‐RESPONSE CORRELATION IN DRIVE PK, A PHASE 2 STUDY OF MITAPIVAT (AG‐348) IN PATIENTS WITH PYRUVATE KINASE DEFICIENCY by Kung, C., Kosinski, P.A., Mangus, H., Hua, L., Mobilia, M., Sullivan, K., Jouvin, M.‐H., Grace, R.F., Glader, B., Bowden, C.

“…Background: Pyruvate kinase (PK) deficiency is a congenital hemolytic anemia caused by mutations in the PKLR gene, leading to a deficiency of the glycolytic…”
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Exact solution of a class of one-dimensional nonequilibrium stochastic models by Mobilia, M, Bares, P A

“…We consider various one-dimensional nonequilibrium models, namely, the diffusion-limited pair-annihilation and creation model (DPAC) and its unbiased version…”
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Two-species D-dimensional diffusive model and its mapping onto a growth model by Mobilia, M, Bares, P-A

“…In this work, we consider a diffusive two-species d-dimensional model and study it in great detail. Two types of particles, with hard core, diffuse…”
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Diffusion-limited reactions of hard-core particles in one dimension by Bares, P.-A., Mobilia, M.

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Hospital corporate liability--toward a stricter standard for administrative services by Mobilia, M A

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Generalized empty-interval method applied to a class of one-dimensional stochastic models by Mobilia, M, Bares, P A

“…In this work we study, on a finite and periodic lattice, a class of one-dimensional (bimolecular and single-species) reaction-diffusion models that cannot be…”
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Fluctuations and correlations in lattice models for predator-prey interaction by Mobilia, Mauro, Georgiev, Ivan T, Täuber, Uwe C

“…Including spatial structure and stochastic noise invalidates the classical Lotka-Volterra picture of stable regular population cycles emerging in models for…”
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Voting and catalytic processes with inhomogeneities by Mobilia, Mauro, Georgiev, Ivan T

“…We consider the dynamics of the voter model and of the monomer-monomer catalytic process in the presence of many "competing" inhomogeneities and show, through…”
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