His primary areas of investigation include Mathematical analysis, Renewable energy, Discrete mathematics, Statistical physics and Exponential function. His Mathematical analysis research incorporates themes from Complex system, Period-doubling bifurcation and Universality. Pierre Collet has researched Renewable energy in several fields, including Life-cycle assessment and Waste management, Biofuel, Biogas.
The concepts of his Discrete mathematics study are interwoven with issues in Ergodic theory, Pure mathematics and Measure, Null set. His Pure mathematics research is multidisciplinary, incorporating perspectives in Dynamical systems theory, Interpretation and Scaling. His Statistical physics study combines topics in areas such as Eigenvalues and eigenvectors, Differentiable function, Calculus, Interval and Crossover.
His primary scientific interests are in Evolutionary algorithm, Mathematical analysis, Artificial intelligence, Combinatorics and Statistical physics. He combines subjects such as Evolutionary computation, Theoretical computer science, General-purpose computing on graphics processing units and Parallel computing with his study of Evolutionary algorithm. His research brings together the fields of Dynamical systems theory and Mathematical analysis.
His Artificial intelligence study frequently draws connections between adjacent fields such as Machine learning. His studies link Discrete mathematics with Combinatorics. His research in Mathematical optimization is mostly focused on Optimization problem.
His primary areas of study are Optimization problem, Life-cycle assessment, Artificial intelligence, Algorithm and Benchmark. His biological study spans a wide range of topics, including Evolutionary algorithm, Grid connection and Electricity. His work deals with themes such as Risk analysis, Representativeness heuristic and Renewable energy, which intersect with Life-cycle assessment.
His Renewable energy research integrates issues from Waste management and Environmental engineering. As a part of the same scientific family, Pierre Collet mostly works in the field of Artificial intelligence, focusing on Machine learning and, on occasion, Perception, Aliasing and Classifier. As part of the same scientific family, Pierre Collet usually focuses on Fixed point, concentrating on Stationary distribution and intersecting with Pure mathematics.
His scientific interests lie mostly in Life-cycle assessment, Context, Renewable energy, Carbon neutrality and Natural resource economics. Pierre Collet interconnects Fossil fuel, Risk analysis, Representativeness heuristic and Data collection in the investigation of issues within Life-cycle assessment. His Risk analysis study incorporates themes from Life cycle impact assessment and Temporal resolution.
The Renewable energy study combines topics in areas such as Electricity, Waste management, Environmental engineering and Climate change mitigation. His Carbon neutrality research includes themes of Energy policy and Soil carbon. Natural resource economics combines with fields such as Bioenergy, Carbon sequestration, Carbon accounting and Carbon cycle in his work.
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Iterated maps on the interval as dynamical systems
Pierre Collet;Jean Pierre Eckmann.
(1980)
Life-cycle assessment of microalgae culture coupled to biogas production.
Pierre Collet;Arnaud Hélias;Laurent Lardon;Monique Ras.
Bioresource Technology (2011)
The dimension spectrum of some dynamical systems
P. Collet;Joel Lebowitz;A. Porzio.
Journal of Statistical Physics (1987)
Universal properties of maps on an interval
P. Collet;J. P. Eckmann;O. E. Lanford.
Communications in Mathematical Physics (1980)
Instabilities and fronts in extended systems
Pierre Collet;Jean‐Pierre Eckmann;Klaus Kirchgässner.
(1990)
Period doubling bifurcations for families of maps on ℝ n
P. Collet;J. P. Eckmann;H. Koch.
Journal of Statistical Physics (1981)
Techno-economic and Life Cycle Assessment of methane production via biogas upgrading and power to gas technology
Pierre Collet;Eglantine Flottes;Alain Favre;Ludovic Raynal.
Applied Energy (2017)
Positive Liapunov exponents and absolute continuity for maps of the interval
P. Collet;J.-P. Eckmann.
Ergodic Theory and Dynamical Systems (1983)
Statistics of closest return for some non-uniformly hyperbolic systems
P. Collet.
Ergodic Theory and Dynamical Systems (2001)
A global attracting set for the Kuramoto-Sivashinsky equation
Pierre Collet;Jean-Pierre Eckmann;Henri Epstein;Joachim Stubbe.
Communications in Mathematical Physics (1993)
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