Dynamical systems and cutting edge numerical methods

In summary, dynamical systems are mathematical models that describe the behavior of complex systems over time. They are used to understand and predict the behavior of various systems, from simple mechanical systems to complex biological and ecological systems. To solve these complex mathematical models, cutting edge numerical methods are constantly being developed and improved. These methods use advanced algorithms and computer simulations to approximate solutions to these systems, allowing for more accurate predictions and insights into their behavior. These methods are constantly evolving and are crucial in many fields, including physics, engineering, and biology.
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Egeris
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Background in teaching (mathematics and physics)
Signed up here as an alternative to physics.stackexchange.
Pursuing inspiration for complicated dynamical systems.
Actively working on cutting edge numerical methods and educational (free) software
Glad to answer questions in my field.
 
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Welcome to PhysicsForums! It's great to have you here. :smile:
 

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