Some topics within Petri nets:

* Applied sciences

* Chemical reaction networks - smaller number of molecules brings stochastic behavior to the fore

* Biochemical reaction networks

* Gene regulatory networks

* Virological and immunological processes

* Ecology - interacting species networks, e.g. predator-prey

* Computer science applications, e.g., process modeling

* R&D at Statebox

* Oilfield depletion (Paul Pukite)

* Epidemiology

* Abstract, categorical

* Open Petri nets (John Baez, Jade Master, Blake Pollard)

* Classical theoretical problems

* Reachability, termination, ...

* Deterministic Petri net analysis

* Rate equations; solutions and behavior

* Equilibrium, periodicity, ...

* Stochastic Petri net analysis

* Qua Markov chains, Poisson processes

* Formulation using techniques from quantum math (John Baez, Jacob Biamonte)

* Compartmental models in Epidemiology - SIR, SIRS, ...

* Deterministic form

* Classical epidemic analysis; logistic equations, the sigmoidal curve

* Stochastic form

* Applications to infection processes in small populations, e.g., hospital wards, farms

* Simulation

* Algorithms - Gillespie

* Software tools

* Needed: concrete problems to be solved with software

* Applied sciences

* Chemical reaction networks - smaller number of molecules brings stochastic behavior to the fore

* Biochemical reaction networks

* Gene regulatory networks

* Virological and immunological processes

* Ecology - interacting species networks, e.g. predator-prey

* Computer science applications, e.g., process modeling

* R&D at Statebox

* Oilfield depletion (Paul Pukite)

* Epidemiology

* Abstract, categorical

* Open Petri nets (John Baez, Jade Master, Blake Pollard)

* Classical theoretical problems

* Reachability, termination, ...

* Deterministic Petri net analysis

* Rate equations; solutions and behavior

* Equilibrium, periodicity, ...

* Stochastic Petri net analysis

* Qua Markov chains, Poisson processes

* Formulation using techniques from quantum math (John Baez, Jacob Biamonte)

* Compartmental models in Epidemiology - SIR, SIRS, ...

* Deterministic form

* Classical epidemic analysis; logistic equations, the sigmoidal curve

* Stochastic form

* Applications to infection processes in small populations, e.g., hospital wards, farms

* Simulation

* Algorithms - Gillespie

* Software tools

* Needed: concrete problems to be solved with software