Complex, fractal structures are widespread in ecological systems and in some characteristic features of evolutionary processes. The origin of such patterns in terms of their dynamics is a challenging problem. A theory for these phenomena might have important implications in issues like the process of extinction and diversification or in understanding how predictable are complex biosystems
peer reviewedA simple stochastic model of Darwinistic evolution generating phylogenetic-like trees i...
Abstract: The increasing number of applications of fractal theory in the environmental sciences refl...
A simple stochastic model of Darwinistic evolution generating phylogenetic-like trees is developed. ...
In recent studies, a new class of models dealing with evolutionary processes on the large timescale ...
A celebrated and controversial hypothesis suggests that some biological systems-parts, aspects, or g...
Critical Phenomena play a fundamental role in the modern physics. Critical behavior is characterized...
We suggest that ensembles of self-replicating entities such as biological systems naturally evolve t...
The hypothesis that biological diversity has a fractal geometry is tested through the examination of...
Studies of complex systems in other disciplines provide models and analytical strategies for under-s...
Abstract. Critical, or scale independent, systems are so ubiquitous, that gaining theoretical insigh...
Trophic interactions are highly complex and modern sequencing techniques reveal enormous biodiversit...
The applicability of concepts from the theory of critical phenomena and phase transitions to complex...
In this work we study the likelihood of survival of single-species in the context of hostile and di...
Many adaptive evolutionary systems display spatial and temporal features, such as long-range correla...
A simple mathematical model of biological macroevolution is presented. It describes an ecology of ad...
peer reviewedA simple stochastic model of Darwinistic evolution generating phylogenetic-like trees i...
Abstract: The increasing number of applications of fractal theory in the environmental sciences refl...
A simple stochastic model of Darwinistic evolution generating phylogenetic-like trees is developed. ...
In recent studies, a new class of models dealing with evolutionary processes on the large timescale ...
A celebrated and controversial hypothesis suggests that some biological systems-parts, aspects, or g...
Critical Phenomena play a fundamental role in the modern physics. Critical behavior is characterized...
We suggest that ensembles of self-replicating entities such as biological systems naturally evolve t...
The hypothesis that biological diversity has a fractal geometry is tested through the examination of...
Studies of complex systems in other disciplines provide models and analytical strategies for under-s...
Abstract. Critical, or scale independent, systems are so ubiquitous, that gaining theoretical insigh...
Trophic interactions are highly complex and modern sequencing techniques reveal enormous biodiversit...
The applicability of concepts from the theory of critical phenomena and phase transitions to complex...
In this work we study the likelihood of survival of single-species in the context of hostile and di...
Many adaptive evolutionary systems display spatial and temporal features, such as long-range correla...
A simple mathematical model of biological macroevolution is presented. It describes an ecology of ad...
peer reviewedA simple stochastic model of Darwinistic evolution generating phylogenetic-like trees i...
Abstract: The increasing number of applications of fractal theory in the environmental sciences refl...
A simple stochastic model of Darwinistic evolution generating phylogenetic-like trees is developed. ...