Whats the best reference (just 1 journal) that I could used to achieve the basic benefits about the mathematics of chaos, linking contribuitions of Laplace (1885), Pointcaré (1889) and Lorenz (1963)?
Poincare maps are considered in the context of the Lorenz system (starting on page 83). See Section 2.2, starting on page 76, on randomness, chaos and Laplace.
Thank you ! I´m gonna check this information and try to cross them with planning directives on product design in a frame of complexity (complex systems), so have a nice job.
Certainly, there are many journals, textbooks and monographs. The first thing that you need is to focus on a specific problem and then finding an answer to the tools you need will be easier.
My topic is theoric, since i´m interested on finding frames for design a control of composting process through the use of Grashopper in 3D systems (Rhino 5) ! But dearest ones, i fill really gratefull for your help. Best regards!
This historiographical account, while not so technical might be a bit more complete than typical histories and with a balanced emphasis on key actors and contributions from European and North American pioneers. Giving you a bird's eye view of the domain's evolution. Perhaps that is what you meant by a "theoretic frame"? An overarching framework within which to place the often bewildering and contradicting bits and pieces that have gone by many names in the not too distant past.
Following the path marked by the researchers above (thanks for anyone who answered), i really can understand that my question is a matter of state of the art, viewed by some aspects on chaos e quantic theories and complements. Perhaps, i should try redraw the perspective of my question in a frame even more objective: about the porous media and from the perspective of the composting processes, which one of these theories can lead me towards a understanding of the chaotic elements of degradation of living matter?