- 1 What research questions are we presently considering?
- 2 General questions
- 3 Select questions by subject
- 3.1 SETI, X-Ray Binaries, Black Holes and Star Lifting
- 3.2 Complexity in the universe and Free Energy Rate Density
- 3.3 Science of performance curves
- 3.4 Cosmological natural selection (fecund universes)
- 3.5 Convergent evolution (universal development)
- 3.6 Scale invariance and self-similarity
- 3.7 Self-reference and recursion
- 3.8 Normal and power law distributions
- 3.9 Individual learning systems
- 3.10 Devology (systems theories of universal development)
- 4 Related Links:
What research questions are we presently considering?
Any questions that seem related to the project and themes as described. Approved EDU community members should feel free to add select questions by subject directly below, and send any general questions proposals to Clement or John. If you are a member of this community and are pursuing answers to any of the questions on this page, feel free to create a Research on xyz topic page*, placed at the end of any question, that summarizes what you have found in the literature or in your own work, and any open subquestions. See info on creating new research pages below. Please be clear and concise and remember wiki contributions may be mercilessly edited by the community!
- Can we model our universe as an evolutionary developmental system? * Some combination of local-microstructural unpredictability or uniqueness and systemic-macrostructural predictability of features may be found in many classes of inanimate Universal systems, including molecular clouds and stars, and in many inanimate Earth systems, including snowflakes, protocells, and continental plates. To what extent may such unpredictability/uniqueness be modeled as evolutionary, and predictability/similarity as developmental? We may also distinguish observed predictability from intrinsic predictability, the former being dependent on observer "intelligence" and perspective. How does this distinction impact our models?
- By analogy with the evolutionary development of two genetically identical twins, which predictably share some global and general features, yet unpredictably express most local and micro features (fingerprints, tissue architecture, neural wiring, personality, etc.) uniquely from twin to twin, a variety of cosmology models predict that two initially parametrically identical universes would each exhibit unpredictably separate and unique "evolutionary" variation over their lifespan, and at the same time, a broad set of predictable "developmental" milestones and shared structure and function between them. What other aspects of the universe and its major emergent subsystems (galaxies, solar systems, complex planets, biospheres, cultures, technological systems, etc.) may be modeled as evolutionary (or quasi-evolutionary) and what aspects as developmental (or quasi-developmental)?
- How may we better define evolutionary processes both in replicating living systems at multiple scales (molecular biology, cell biology, organism, group, species, ecosystem) and in nonliving systems (prebiotic systems, postbiotic systems and the universe as a system)? Beyond unpredictability, are there any generic features of evolutionary process, such as chaos, variation, experimentation, and information production? Is "evolution" an appropriately general word to describe any or all of these processes at the universal scale, or would an alternative word or words be more precise?
- How may we better define developmental processes both in replicating living systems at multiple scales (molecular biology, cell biology, organism, group, species, ecosystem) and in nonliving systems (prebiotic systems, postbiotic systems and the universe as a system)? Beyond predictability, are there any generic features of developmental process, such as directionality, convergence, self-organization, hierarchy, and life cycle (growth, maturity, death, replication, new growth)? Is "development" an appropriately general word to describe any or all of these processes at the universal scale, or would an alternative word or words be more precise?
- What imprecise use of the nomenclature of evolution and development presently exists in the scientific literature (eg., use of the phrase "stellar evolution" to describe astrophysical processes that sometimes appear evolutionary (selectionist and variety-generating), but which can also appear developmental (cyclical, hierarchical and predictable)? How can our nomenclature be improved? To what extent are analogies of evolutionary and developmental process misapplied in biological systems, and to what extent are they valid in nonbiological systems?
- How do information, computation, intelligence, competition, cooperation, adaptation, and selection interact with predictable and unpredictable universal processes? Is selection fundamentally influenced by the interplay of variety-generating "evolutionary" and predictable, conformity-enforcing "developmental" dynamics in complex systems, as some theoretical and evo-devo biologists (Stan Salthe, Robert Reid, etc.) have proposed?
- What selection and adaptiveness functions can be proposed in replicating intrauniversal systems? Are any of these functions generic? Can observing how unpredictability and predictability interact in the great variety of replicating systems within our universe help us understand the way unpredictability and predictability work together in physics and cosmology? What role does accumulated information or intelligence play in our selection models? In the origin of life, does replication itself offer the most basic adaptation function, simply by increasing the probability of the replicator in the environment? How does accumulated information or intelligence affect adaptation, as we move from chemical replicators to sentient life?
- In linear and nonlinear science, what theoretical and mathematical tools and models may be proposed for these ideas?
- In hierarchy theory, how do evolution and development contribute the production of new complex systems? To what degree may evolutionary and developmental lessons learned at one level of hierarchy illuminate another? Can models of universal development provide a falsifiable definition of hierarchy trajectory?
- What physical and cosmological models suggest our universe may replicate in some extrauniversal environment? Must all complex adaptive systems undergo 'evolutionary' variety generation (stochastic variation of form), environmental ('natural') selection, and hierarchical development leading to templated replication? If we can eventually model our universe as a complex adaptive system with such stages, might complexity science eventually provide an information theoretic proof of universal replication in the multiverse? Would replication frequency be a sufficient initial selection model for the origin of a protouniverse? What other selection mechanisms might be involved? What role might intrauniversal information and intelligence play in service to universal replication?
- In the theory of cosmological natural selection (CNS), an analogy may be made between apparently 'fine-tuned' physical parameters or their proxies as universal 'DNA', the Big Bang as 'seed', the finite universe as 'organism', and the multiverse as 'environment'. How useful is this analogy? If the multiverse remains (at present) beyond empirical investigation, what other aspects of the CNS analogy may be falsifiably tested? What other replication models may we consider, and do any offer an information theory for the emergence and utility of intelligence?
- In the theory and philosophy of universal change, macroevolution (evolution operating over long timespans or multiple systems scales) is far more commonly discussed than macrodevelopment (development operating over long timespans or multiple systems scales). What are the historical, empirical, cultural, and other reasons for this? What may we learn from this present imbalance? Is this an oversight due to present theoretical limitations, and if necessary, how may it be addressed?
- For the universe as a system, is empirical science biased to first understand and validate the interrelation of macroevolutionary and macrodevelopmental processes in prebiotic systems, as both such processes may presumably be observed in multiple independent locations astronomically?
- A number of biotic emergence events (DNA, universal genetic code, eukaryotes, major phyla, symbol-using organisms, etc.) have been singular (one time, not repeated) in Earth's history. As such events are locally unique, how may we best understand and validate them as predictable processes in universal macrodevelopment?
- To what extent may we validate macrodevelopment via the still-poorly-understood phenomenon of "convergent evolution" (isolated geographies in which homoplasy, or convergent parallel evolutionary development of form or function, has occurred). Is validation of macrodevelopment in living systems intrinsically more difficult until astrobiologists have the ability to observe environmentally-similar planets for life? If so, what are the implications for scholarship in macroevolution and macrodevelopment of living systems?
- In physical systems at any scale, how are evolutionary or developmental processes involved in information production, processing, transmission, and preservation? To what degree can evolutionary and developmental models of information processing in biology be generalized to geophysical and universal environments?
- How does intelligence, or more specifically the phenomenon of world- and self-modeling, influence the dynamics of evolution and development in biological and universal systems? To what extent is our universe life and intelligence friendly? To what degree can such friendliness/fine-tuning be characterized in evolutionary and developmental terms?
- What are the apparent phenomena of accelerating universal emergence rates (eg., Carl Sagan's Cosmic Calendar), accelerating complexity in human civilization (e.g., Gerard Piel's Acceleration of History), and accelerating growth in computational capacity since the birth of modern computing (e.g., Ray Kurzweil's Age of Intelligent Machines)?
- Is Earth's local history of computational-technological acceleration part of a universal developmental process? To what extent have Earth's historical accelerations been developmentally robust at the global level, to evolutionary experiments which often end in catastrophe at the individual level? What are we to make of various hypotheses of a coming technological singularity (e.g., Adams, 1909; Ulam 1958; Good 1965; Wesley, 1974; Moravec, 1984; Vinge, 1993; Kurzweil, 1999), and how can we place acceleration studies in universal context?
- What are the broad human implications of an evo devo universe? What values does it imply?
- What are the methodological and epistemological status of these approaches?
Select questions by subject
SETI, X-Ray Binaries, Black Holes and Star Lifting
Complexity in the universe and Free Energy Rate Density
- A metric to characterize the complexity of physical, biological and cultural systems in the universe has been proposed by Chaisson (2001; 2003) (see bibliography).
- How can we make this metric more precise and improve its data sets?
- What happens if we use this metric for the early universe?
- Can we complete the curve to understand the past (early universe) and the future (acceleration of technology)?
Science of performance curves
- What models do we have for the physical and computational foundations of technology performance curves?
- Research on the science of performance curves
Cosmological natural selection (fecund universes)
Cosmological natural selection (CNS), also known as fecund universes, is a prominent theory of universe evolution, development and reproduction originally proposed by eminent theoretical physicist and quantum gravity scholar Lee Smolin in 1992.
- What are the similar theories to CNS?
- Is it possible or suitable to extend the theory?
Read more about Cosmological Natural Selection (CNS)
Convergent evolution (universal development)
Convergent Evolution is evidence or argument for physical attractors in the phase space of dynamical possibility which guide and constrain contingently adaptive evolutionary processes into statistically predictable future-specific structure or function, in certain complexity-dependent classes of physical environments. Like biological development, which depends on specific initial conditions (developmental genes) and environmental constancies (physical and chemical laws), convergent evolution, if it exists, could be characterized as environmental development, and ultimately universal development, as it would depend on specific persistent constraints and environmental constancies, beginning with certain universal initial conditions, physical parameters, and physical laws.
- What are some good, referenced examples of convergent evolution (universal development)?
- When comparing successively emergent environments (early universe, astrophysics, chemistry, biology, psychology, and societal systems), what are the similarities and differences in processes of development? How do we better define development across all such systems?
- When comparing successively emergent environments, what are the similarities and differences between contingently adaptive processes? How do we better define evolution across all such systems?
- How can we better test the theory?
Read more about Convergent evolution (universal development)
Scale invariance and self-similarity
- What processes in evolution, development, and computation appear scale invariant and which merely appear self-similar?
Self-reference and recursion
- What role do self-reference, iteration, and recursion play in biological evolution and development? Is all hierarchy formation a result of such processes, and does this contribute to or form the basis of self-similarity in complex adaptive systems? When and to what degree are such systems top down and bottom up in their dynamics of emergence and control?
Normal and power law distributions
- Why are well behaved normal-like distributions and Zipf/Pareto/Mandelbrot power law distributions so ubiquitous in nature? What does theoretical biology say about the role of normal and power law distributions in evolutionary and developmental processes in general, and when does one distribution family "become" the other? Can we make the case that a top down (developmental) process commonly creates a normal distribution and a bottom up (evolutionary) process commonly creates a power law distribution?
Individual learning systems
- Complex systems that develop out of their environments as individuals, with changing organization that evolves in the process of discovering their paths of development. Such systems tend to have observably local process networks, and local responses to the changing conditions their developments produce. They may be definable as systems that develop by a local discovery and learning process. Their behaviors include energy flow systems that emerge and dissipate, and while often not having conserved properties to study, they do have conserved continuities of change to study.
Devology (systems theories of universal development)
- What developmental processes are implicated in various universal metasystem transitions? How can we measure levels of development, and use its predictive power?
* Creating New Research Pages
Read Help:Starting a new page or simply click "Edit" in the upper right corner of this page to view the simple wiki code, two brackets around the page name, that is all you need to create a new page for editing.