Statistical physics was originally developed to understand the behaviour of materials like gases, liquids or crystalline solids and the phase transitions between them. But in recent decades, concepts from statistical physics have been applied much more widely, in particular to biological systems
The real world is both a nonlinear and a noisy place - systems seldom respond linearly to the forces...
I review the early (1885–1975) and more recent history of dynamical systems theory, identifying key ...
The spring school “Physics of Life” provides an introduction to and an overview of current research ...
Driven by a deluge of data, biology is undergoing a transition to a more quantitative science. Makin...
Statistical mechanics is one of the most powerful and elegant tools in the quantita-tive sciences. O...
Nonlinear Dynamics, Psychology, and Life Sciences publishes articles that augment the fundamental wa...
Statistical physics of biocomplexity / P. Hänggi, G. Schmid, I. Goychuk. - In: Nonlinear dynamics an...
Evolution is customarily perceived as a biological process. However, when formulated in terms of phy...
The advent of powerful computers and algorithms combined with new, powerful ways of thinking about p...
Statistical physics governs the behavior of biological systems from the molecular scale (think prote...
"A Modern Course in Statistical Physics" is a textbook that illustrates the foundations of equilibri...
Simple examples such as the Bernouilli shift and the anharmonic lattice are studied. It is shown tha...
A natural phenomenon occurring in a living system is an outcome of the dynamics of the specific biol...
Statistical physics is the theory that relates macroscopic properties of materials to their microsco...
Topics of complex system physics and their interdisciplinary applications to different problems in s...
The real world is both a nonlinear and a noisy place - systems seldom respond linearly to the forces...
I review the early (1885–1975) and more recent history of dynamical systems theory, identifying key ...
The spring school “Physics of Life” provides an introduction to and an overview of current research ...
Driven by a deluge of data, biology is undergoing a transition to a more quantitative science. Makin...
Statistical mechanics is one of the most powerful and elegant tools in the quantita-tive sciences. O...
Nonlinear Dynamics, Psychology, and Life Sciences publishes articles that augment the fundamental wa...
Statistical physics of biocomplexity / P. Hänggi, G. Schmid, I. Goychuk. - In: Nonlinear dynamics an...
Evolution is customarily perceived as a biological process. However, when formulated in terms of phy...
The advent of powerful computers and algorithms combined with new, powerful ways of thinking about p...
Statistical physics governs the behavior of biological systems from the molecular scale (think prote...
"A Modern Course in Statistical Physics" is a textbook that illustrates the foundations of equilibri...
Simple examples such as the Bernouilli shift and the anharmonic lattice are studied. It is shown tha...
A natural phenomenon occurring in a living system is an outcome of the dynamics of the specific biol...
Statistical physics is the theory that relates macroscopic properties of materials to their microsco...
Topics of complex system physics and their interdisciplinary applications to different problems in s...
The real world is both a nonlinear and a noisy place - systems seldom respond linearly to the forces...
I review the early (1885–1975) and more recent history of dynamical systems theory, identifying key ...
The spring school “Physics of Life” provides an introduction to and an overview of current research ...
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