Results for ' non-linear dynamical system'

988 found
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  1. Science for Primary School: The Physics Knowledge. Kyle Forinash is a professor of physics at Indiana University Southeast. He ob-tained his PhD in physics from the University of Georgia. His most recent research has been in non-linear dynamics of discrete systems. [REVIEW]William Rumsey & Chris Lang - 2000 - Science & Education 9:487-488.
  2.  15
    Towards a New Science of the Mind: Wide Content and the Metaphysics of Organizational Properties in Non‐Linear Dynamical Models.W. Christensen C. Hooker - 1998 - Mind and Language 13 (1):98-109.
    Tim van Gelder, following Brandom, Collins and others, uses the so‐called wide content of capacities which support social, norm governed activities, such as language, to argue for their anti‐natural, abstract, but socially instituted nature and thence for the failure of the entire traditional mind‐body discussion as ill‐posed. We argue that his former conclusion is wrong, that such properties are naturalisable, complicated organisational properties of the complexly organised, non‐linearly interactive systems that human beings are. This analysis also provides principled support, but (...)
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  3.  32
    Ultrafilters and non-Cantor minimal sets in linearly ordered dynamical systems.M. Hrušák, M. Sanchis & Á Tamariz-Mascarúa - 2008 - Archive for Mathematical Logic 47 (3):193-203.
    It is well known that infinite minimal sets for continuous functions on the interval are Cantor sets; that is, compact zero dimensional metrizable sets without isolated points. On the other hand, it was proved in Alcaraz and Sanchis (Bifurcat Chaos 13:1665–1671, 2003) that infinite minimal sets for continuous functions on connected linearly ordered spaces enjoy the same properties as Cantor sets except that they can fail to be metrizable. However, no examples of such subsets have been known. In this note (...)
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  4. Complex Non-linear Biodynamics in Categories, Higher Dimensional Algebra and Łukasiewicz–Moisil Topos: Transformations of Neuronal, Genetic and Neoplastic Networks.I. C. Baianu, R. Brown, G. Georgescu & J. F. Glazebrook - 2006 - Axiomathes 16 (1):65-122.
    A categorical, higher dimensional algebra and generalized topos framework for Łukasiewicz–Moisil Algebraic–Logic models of non-linear dynamics in complex functional genomes and cell interactomes is proposed. Łukasiewicz–Moisil Algebraic–Logic models of neural, genetic and neoplastic cell networks, as well as signaling pathways in cells are formulated in terms of non-linear dynamic systems with n-state components that allow for the generalization of previous logical models of both genetic activities and neural networks. An algebraic formulation of variable ‘next-state functions’ is extended to (...)
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  5.  9
    Complex Non-linear Biodynamics in Categories, Higher Dimensional Algebra and Łukasiewicz–Moisil Topos: Transformations of Neuronal, Genetic and Neoplastic Networks.I. C. Baianu - 2006 - Axiomathes 16 (1):65-122.
    A categorical, higher dimensional algebra and generalized topos framework for Łukasiewicz–Moisil Algebraic–Logic models of non-linear dynamics in complex functional genomes and cell interactomes is proposed. Łukasiewicz–Moisil Algebraic–Logic models of neural, genetic and neoplastic cell networks, as well as signaling pathways in cells are formulated in terms of non-linear dynamic systems with n-state components that allow for the generalization of previous logical models of both genetic activities and neural networks. An algebraic formulation of variable ‘next-state functions’ is extended to (...)
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  6. Non-linear Analysis of Models for Biological Pattern Formation: Application to Ocular Dominance Stripes.Michael Lyons & Lionel G. Harrison - 1993 - In Frank Eeckman (ed.), Neural Systems: Analysis and Modeling. Springer. pp. 39-46.
    We present a technique for the analysis of pattern formation by a class of models for the formation of ocular dominance stripes in the striate cortex of some mammals. The method, which employs the adiabatic approximation to derive a set of ordinary differential equations for patterning modes, has been successfully applied to reaction-diffusion models for striped patterns [1]. Models of ocular dominance stripes have been studied [2,3] by computation, or by linearization of the model equations. These techniques do not provide (...)
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  7.  19
    Quantum Solitodynamics: Non-linear Wave Mechanics and Pilot-Wave Theory.Aurélien Drezet - 2023 - Foundations of Physics 53 (1):1-45.
    In 1927 Louis de Broglie proposed an alternative approach to standard quantum mechanics known as the double solution program (DSP) where particles are represented as bunched fields or solitons guided by a base (weaker) wave. DSP evolved as the famous de Broglie-Bohm pilot wave interpretation (PWI) also known as Bohmian mechanics but the general idea to use solitons guided by a base wave to reproduce the dynamics of the PWI was abandoned. Here we propose a nonlinear scalar field theory able (...)
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  8.  55
    Towards a Dynamic Systems Approach to moral development and moral education: a response to the JME Special Issue, September 2008.Minkang Kim & Derek Sankey - 2009 - Journal of Moral Education 38 (3):283-298.
    Is 'development' a concept that properly belongs to mind and morality and, if it does, what account can we give of moral development now that Piagetian and Kohlbergian models are increasingly being abandoned in developmental psychology? In addressing this central issue, it is hoped that the paper will contribute to the quest for a new integrated model of moral functioning, called for in the September 2008 Special Issue of the Journal of Moral Education (37[3]). Our paper argues that the notion (...)
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  9.  21
    Identification of a non-linear model as a new method to detect expiratory airflow limitation in mechanically ventilated patients.S. Khirani, L. Biot, P. Lavagne, A. Duguet, T. Similowski & P. Baconnier - 2004 - Acta Biotheoretica 52 (4):241-254.
    Expiratory flow limitation (EFL) can occur in mechanically ventilated patients with chronic obstructive pulmonary disease and other disorders. It leads to dynamic hyperinflation with ensuing deleterious consequences. Detecting EFL is thus clinically relevant. Easily applicable methods however lack this detection being routinely made in intensive care. Using a simple mathematical model, we propose a new method to detect EFL that does not require any intervention or modification of the ongoing therapeutic. The model consists in a monoalveolar representation of the respiratory (...)
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  10.  26
    An antidote for hawkmoths: a response to recent climate-skeptical arguments grounded in the topology of dynamical systems.Alejandro Navas, Lukas Nabergall & Eric Winsberg - unknown
    In a series of recent papers, two of which appeared in this journal, a group of philosophers, physicists, and climate scientists have argued that something they call the `hawkmoth effect' poses insurmountable difficulties for those who would use non-linear models, including climate simulation models, to make quantitative predictions or to produce `decision-relevant probabilites.' Such a claim, if it were true, would undermine much of climate science, among other things. Here, we examine the two lines of argument the group has (...)
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  11.  7
    Non-linear Dynamic Shifts in Distress After Wildfires: Further Tests of the Self-Regulation Shift Theory.Charles C. Benight, Kotaro Shoji, Aaron Harwell & Erika Felix - 2020 - Frontiers in Psychology 11.
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  12.  14
    Non-linear dynamic behaviour of a piezothermoelastic laminate.M. Ishihara & N. Noda - 2005 - Philosophical Magazine 85 (33-35):4159-4179.
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  13.  52
    The Myth of Cognitive Decline: Non‐Linear Dynamics of Lifelong Learning.Michael Ramscar, Peter Hendrix, Cyrus Shaoul, Petar Milin & Harald Baayen - 2014 - Topics in Cognitive Science 6 (1):5-42.
    As adults age, their performance on many psychometric tests changes systematically, a finding that is widely taken to reveal that cognitive information-processing capacities decline across adulthood. Contrary to this, we suggest that older adults'; changing performance reflects memory search demands, which escalate as experience grows. A series of simulations show how the performance patterns observed across adulthood emerge naturally in learning models as they acquire knowledge. The simulations correctly identify greater variation in the cognitive performance of older adults, and successfully (...)
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  14.  15
    The Myth of Cognitive Decline: Non‐Linear Dynamics of Lifelong Learning.Michael Ramscar, Peter Hendrix, Cyrus Shaoul, Petar Milin & Harald Baayen - 2014 - Cognitive Science.
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  15.  84
    DDS: Dynamics of developmental systems. [REVIEW]Evelyn Fox Keller - 2005 - Biology and Philosophy 20 (2-3):409-416.
    The acronym Developmental systems theory (DST) has been introduced into the literature on development in at least three different contexts in recent years – twice for DST, and before that, for Dynamical Systems Theory – and in all cases, to designate a new perspective for understanding development. Subtle but significant differences in argument and aims distinguish these uses, and confound the difficulty of saying just what DST is. My aim in this paper is to disambiguate these different terms – (...)
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  16.  84
    Mechanisms in Dynamically Complex Systems.Meinard Kuhlmann - 2011 - In Phyllis McKay Illari, Federica Russo & Jon Williamson (eds.), Causality in the Sciences. Oxford University Press.
    In recent debates mechanisms are often discussed in the context of ‘complex systems’ which are understood as having a complicated compositional structure. I want to draw the attention to another, radically different kind of complex system, in fact one that many scientists regard as the only genuine kind of complex system. Instead of being compositionally complex these systems rather exhibit highly non-trivial dynamical patterns on the basis of structurally simple arrangements of large numbers of non-linearly interacting constituents. (...)
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  17.  48
    Linear discrete population models with two time scales in fast changing environments II: Non-autonomous case.Ángel Blasco, Luis Sanz, Pierre Auger & Rafael Bravo de la Parra - 2002 - Acta Biotheoretica 50 (1):15-38.
    As the result of the complexity inherent in nature, mathematical models employed in ecology are often governed by a large number of variables. For instance, in the study of population dynamics we often deal with models for structured populations in which individuals are classified regarding their age, size, activity or location, and this structuring of the population leads to high dimensional systems. In many instances, the dynamics of the system is controlled by processes whose time scales are very different (...)
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  18.  13
    Conceptualising the separation from an abusive partner as a multifactorial, non-linear, dynamic process: A parallel with Newton’s laws of motion.Daniela Di Basilio, Fanny Guglielmucci & Maria Livanou - 2022 - Frontiers in Psychology 13.
    The present study focused on the dynamics and factors underpinning domestic abuse survivors’ decisions to end the abusive relationship. The experiences and opinions of 12 female DA survivors and 18 support workers were examined through in-depth, one-to-one, semi-structured interviews. Hybrid thematic analysis was conducted to retrieve semantic themes and explore relationships among the themes identified and the differences in survivors’ and professionals’ narratives of the separation process. The findings highlighted that separation decisions derived from the joint action of two sets (...)
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  19. Non-Perceptive Mental Image Generation: a Non-Linear Dynamic Framework.M. Bianca & L. Foglia - 2006 - Anthropology and Philosophy 7 (1-2):28-63.
    Mental imagery is an important topic in classical and modern philosophy, as it is central to the study of knowledge; since subjects can recall features of perceptual experiences in different ways and times, even modifying their structure, in this brief essay we will focus on non-perceptive mental images and to this purpose we will analyse, on the one hand, the nature of perceptive mental images ; on the other hand, NPMI generation according to different strategic conditions and retrieval modalities and, (...)
     
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  20.  62
    Complex systems theory and development practice: understanding non-linear realities.Samir Rihani - 2002 - New York: Zed Books.
    Here, for the first time, development studies encounters the set of ideas popularly known as 'Chaos Theory'. Samir Rihani applies to the processes of economic development, ideas from complex adaptive systems like uncertainty, complexity, and unpredictability. Rihani examines various aspects of the development process - including the World Bank, debt, and the struggle against poverty - and demonstrates the limitations of fundamentally linear thinking in an essentially non-linear world.
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  21. Supervenience, Dynamical Systems Theory, and Non-Reductive Physicalism.Jeffrey Yoshimi - 2012 - British Journal for the Philosophy of Science 63 (2):373-398.
    It is often claimed (1) that levels of nature are related by supervenience, and (2) that processes occurring at particular levels of nature should be studied using dynamical systems theory. However, there has been little consideration of how these claims are related. To address the issue, I show how supervenience relations give rise to ‘supervenience functions’, and use these functions to show how dynamical systems at different levels are related to one another. I then use this analysis to (...)
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  22.  7
    A New Chaotic System with Only Nonhyperbolic Equilibrium Points: Dynamics and Its Engineering Application.Maryam Zolfaghari-Nejad, Mostafa Charmi & Hossein Hassanpoor - 2022 - Complexity 2022:1-16.
    In this work, we introduce a new non-Shilnikov chaotic system with an infinite number of nonhyperbolic equilibrium points. The proposed system does not have any linear term, and it is worth noting that the new system has one equilibrium point with triple zero eigenvalues at the origin. Also, the novel system has an infinite number of equilibrium points with double zero eigenvalues that are located on the z -axis. Numerical analysis of the system reveals (...)
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  23.  20
    Non-linear lattice models: complex dynamics, pattern formation and aspects of chaos.J. Pouget - 2005 - Philosophical Magazine 85 (33-35):4067-4094.
  24.  18
    Multi-Dimensional Dynamics of Human Electromagnetic Brain Activity.Tetsuo Kida, Emi Tanaka & Ryusuke Kakigi - 2015 - Frontiers in Human Neuroscience 9:174053.
    Magnetoencephalography (MEG) and electroencephalography (EEG) are invaluable neuroscientific tools for unveiling human neural dynamics in three dimensions (space, time, and frequency), which are associated with a wide variety of perceptions, cognition, and actions. MEG/EEG also provides different categories of neuronal indices including activity magnitude, connectivity, and network properties along the three dimensions. In the last 20 years, interest has increased in inter-regional connectivity and complex network properties assessed by various sophisticated scientific analyses. We herein review the definition, computation, short history, (...)
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  25.  4
    Non-classical models of social dynamics in social cognition of the 20th — early 21 centuries: results and development prospects. [REVIEW]Valery Nekhamkin - 2020 - Sotsium I Vlast 3:18-29.
    Introduction The article is focused on theoretical and methodological analysis of a number of social dynamics models that appeared on the basis of non-classical science. They are “challenge — response”, self-organization, a cycle of phase transitions “birth — life — death”, and “zone model”. The author reveals heuristic potential of each model, its strengths and weaknesses in the methodological aspect. The aim of the study is to consider the models of social dynamics that appeared on the basis of non-classical science (...)
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  26.  22
    Kerr non-linearity and four-wave mixing in a double-cascade type four-level system of multiple quantum wells.Wei Yan, Tao Wang, Xiaoming Li & Chunchao Yu - 2013 - Philosophical Magazine 93 (19):2514-2526.
  27. The non-linearity of the development of technology and the techno-scientific system.Louk Fleischhacker - 2003 - Poznan Studies in the Philosophy of the Sciences and the Humanities 81 (1):301-310.
     
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  28. The Skillful Body as a Concernful System of Possible Actions: Phenomena and Neurodynamics.Erik Rietveld - 2008 - Theory & Psychology 18 (3):341-361.
    For Merleau-Ponty,consciousness in skillful coping is a matter of prereflective ‘I can’ and not explicit ‘I think that.’ The body unifies many domain-specific capacities. There exists a direct link between the perceived possibilities for action in the situation (‘affordances’) and the organism’s capacities. From Merleau-Ponty’s descriptions it is clear that in a flow of skillful actions, the leading ‘I can’ may change from moment to moment without explicit deliberation. How these transitions occur, however, is less clear. Given that Merleau-Ponty suggested (...)
     
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  29.  37
    Generalized two-level quantum dynamics. II. Non-Hamiltonian state evolution.William Band & James L. Park - 1978 - Foundations of Physics 8 (1-2):45-58.
    A theorem is derived that enables a systematic enumeration of all the linear superoperators ℒ (associated with a two-level quantum system) that generate, via the law of motion ℒρ= $\dot \rho$ , mappings ρ(0) → ρ(t) restricted to the domain of statistical operators. Such dynamical evolutions include the usual Hamiltonian motion as a special case, but they also encompass more general motions, which are noncyclic and feature a destination state ρ(t → ∞) that is in some cases (...)
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  30.  25
    Real-Time Monitoring of Non-linear Suicidal Dynamics: Methodology and a Demonstrative Case Report.Clemens Fartacek, Günter Schiepek, Sabine Kunrath, Reinhold Fartacek & Martin Plöderl - 2016 - Frontiers in Psychology 7.
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  31.  9
    Automatic qualitative analysis of dynamic systems using piecewise linear approximations.Elisha Sacks - 1990 - Artificial Intelligence 41 (3):313-364.
  32.  7
    Inviting systemic self-organization: Competencies for complexity regulation from a post-cognitivist perspective.Michael Kimmel - 2024 - Journal of Dynamic Decision Making 9.
    This contribution discusses competencies needed for regulating systems with properties of multi-causality and non-linear dynamics (therapeutic, economical, organizational, socio-political, technical, ecological, etc.). Various research communities have contributed insights, but none has come forward with an inclusive framework. To advance the debate, I propose to draw from dynamic systems theory (DST) and “4E” (embodied, embedded, enactive, and extended), cognition approaches, which offer a set of perspectives to understand what expert regulators in real-life settings do. They define the regulator's agency as (...)
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  33. Dynamic systems as tools for analysing human judgement.Joachim Funke - 2001 - Thinking and Reasoning 7 (1):69 – 89.
    With the advent of computers in the experimental labs, dynamic systems have become a new tool for research on problem solving and decision making. A short review of this research is given and the main features of these systems (connectivity and dynamics) are illustrated. To allow systematic approaches to the influential variables in this area, two formal frameworks (linear structural equations and finite state automata) are presented. Besides the formal background, the article sets out how the task demands of (...)
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  34.  29
    Music in the Park. An integrating metaphor for the emerging primary (health) care system.Joachim P. Sturmberg, Carmel M. Martin & Di O’Halloran - 2010 - Journal of Evaluation in Clinical Practice 16 (3):409-414.
    Background Metaphors are central to the human understanding of complex issues; through the immediate associations they evoke and frame problems and suggest solutions. Our suggestion of Music in the Park as a metaphor for health systems reform brings to the forefront the environmentally diverse but bounded spaces of health services that offer a variety of attractors within their confines, while pushing into the background organizational and economic concerns.Reflections Parks, like health services, are embedded in their local landscape, serving their communities, (...)
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  35.  6
    Introduction to the physics of complex systems: the mesoscopic approach to fluctuations, non linearity, and self-organization.Roberto Serra (ed.) - 1986 - New York: Pergamon Press.
  36.  35
    Systems Language and Organisational Discourse: The Contribution of Generative Dialogue.Petia Sice, Erik Mosekilde & Ian French - 2008 - Philosophy of Management 6 (3):53-63.
    Any approach to the study of managerial situations undertaken without reflection on the underpinning philosophy is flawed because it limits our ability to question the validity of the knowledge claimed in the analysis. The paper considers this issue and presents a philosophical reflection on the use of a systems approach to the modelling of human enterprises. It draws on insights from systems thinking, cognitive science, autopoiesis, communication theory and non-linear dynamics. These are interpreted within the context of social systems (...)
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  37.  27
    Implementation of complex adaptive chronic care: the Patient Journey Record system (PaJR).Carmel M. Martin, Carl Vogel, Deirdre Grady, Atieh Zarabzadeh, Lucy Hederman, John Kellett, Kevin Smith & Brendan O’ Shea - 2012 - Journal of Evaluation in Clinical Practice 18 (6):1226-1234.
  38.  40
    Understanding health system reform–a complex adaptive systems perspective.Joachim P. Sturmberg, Di M. O'Halloran & Carmel M. Martin - 2012 - Journal of Evaluation in Clinical Practice 18 (1):202-208.
  39.  9
    Metric dynamic equilibrium logic.Arvid Becker, Pedro Cabalar, Martín Diéguez, Luis Farinas del Cerro, Torsten Schaub & Anna Schuhmann - 2023 - Journal of Applied Non-Classical Logics 33 (3-4):495-519.
    1. Reasoning about action and change, or more generally reasoning about dynamic systems, is not only central to knowledge representation and reasoning but at the heart of computer science (Fisher e...
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  40.  28
    Dynamics of the Goodwin-Trainor mechanochemical model.Christian Brière - 1994 - Acta Biotheoretica 42 (2-3):137-146.
    The dynamics of calcium in the cortical cytoplasm of plant cells has been modeled by Goodwin & Trainor (1985) using a mechanochemical field theory based on the interaction between calcium ions and the cytoskeleton. The resulting mathematical model is a system of two non-linear partial differential equations which rule the evolution of the free calcium concentration and of the cytogel strain field in the cytoplasm. According to the values of parameters such as: calcium diffusion coefficient, strength of the (...)
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  41.  7
    Bidimensional plots for non-linear systems.C. R. S. Gavino Paddeu - 1995 - In R. J. Russell, N. Murphy & A. R. Peacocke (eds.), Chaos and Complexity. Vatican Observatory Publications.
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  42. Complexity and Extended Phenomenological‐Cognitive Systems.Michael Silberstein & Anthony Chemero - 2012 - Topics in Cognitive Science 4 (1):35-50.
    The complex systems approach to cognitive science invites a new understanding of extended cognitive systems. According to this understanding, extended cognitive systems are heterogenous, composed of brain, body, and niche, non-linearly coupled to one another. This view of cognitive systems, as non-linearly coupled brain–body–niche systems, promises conceptual and methodological advances. In this article we focus on two of these. First, the fundamental interdependence among brain, body, and niche makes it possible to explain extended cognition without invoking representations or computation. Second, (...)
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  43.  24
    A personalized systems medicine approach to refractory rumination.Anup K. Kanodia, Inah Kim & Joachim P. Sturmberg - 2011 - Journal of Evaluation in Clinical Practice 17 (3):515-519.
  44.  4
    Recursive State and Random Fault Estimation for Linear Discrete Systems under Dynamic Event-Based Mechanism and Missing Measurements.Xuegang Tian & Shaoying Wang - 2020 - Complexity 2020:1-10.
    This paper is concerned with the event-based state and fault estimation problem for a class of linear discrete systems with randomly occurring faults and missing measurements. Different from the static event-based transmission mechanism with a constant threshold, a dynamic event-based mechanism is exploited here to regulate the threshold parameter, thus further reducing the amount of data transmission. Some mutually independent Bernoulli random variables are used to characterize the phenomena of ROFs and missing measurements. In order to simultaneously estimate the (...)
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  45.  13
    A Time-Symmetric Soliton Dynamics à la de Broglie.Aurélien Drezet - 2023 - Foundations of Physics 53 (4):1-36.
    In this work we develop a time-symmetric soliton theory for quantum particles inspired from works by de Broglie and Bohm. We consider explicitly a non-linear Klein–Gordon theory leading to monopolar oscillating solitons. We show that the theory is able to reproduce the main results of the pilot-wave interpretation for non interacting particles in a external electromagnetic field. In this regime, using the time symmetry of the theory, we are also able to explain quantum entanglement between several solitons and we (...)
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  46.  33
    W(h)ither complexity? The emperor's new toolkit? Or elucidating the evolution of health systems knowledge?Carmel M. Martin & Margot Félix-Bortolotti - 2010 - Journal of Evaluation in Clinical Practice 16 (3):415-420.
  47.  12
    Qualitative and Dynamical Analysis of a Bionomic Fishery Model with Prey Refuge.B. P. Sarangi & S. N. Raw - 2022 - Acta Biotheoretica 70 (1):1-38.
    Predation and escaping from predation through hiding are two fundamental phenomena in ecology. The most common approach to reducing the chance of predation is to use a refuge. Here, we consider a three species fishery model system with prey refuge induced by a Holling type-II functional response. These three species of fish populations are named prey, middle predator, and top predator. Harvesting is employed in most fishery models to achieve both ecological and commercial benefits. Research proves that non-linear (...)
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  48.  8
    Synchronization between music dynamics and heart rhythm is modulated by the musician’s emotional involvement: A single case study.Laura Sebastiani, Francesca Mastorci, Massimo Magrini, Paolo Paradisi & Alessandro Pingitore - 2022 - Frontiers in Psychology 13.
    In this study we evaluated heart rate variability changes in a pianist, playing in a laboratory, to investigate whether HRV changes are guided by music temporal features or by technical difficulty and/or subjective factors. The pianist was equipped with a wearable telemetry device for ECG recording during the execution of 4 classical and 5 jazz pieces. From ECG we derived the RR intervals series, and, for each piece, analyzed HRV in the time and frequency domains and performed non-linear analysis. (...)
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  49.  16
    Effects of family presence on the content and dynamics of the clinical encounter among diabetic patients.David Katerndahl & Michael Parchman - 2013 - Journal of Evaluation in Clinical Practice 19 (6):1067-1072.
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  50.  34
    The Neural control of mood: The possible role of the adrenergic system in the medulla.John Smythies - 2011 - Consciousness and Cognition 20 (3):489-493.
    Mood in humans is a complex phenomenon that integrates emotion , cognition, perception, ideation, and action in a coherent manner. In bipolar disorder extremes of mood occur outside the normal range, in which all the above functions are coherently affected. Mood is controlled by a series of separate but interactive brain circuits that involve much of the brain, but particularly the limbic system. The question addressed in this paper is whether the coordination of all these separate systems into one (...)
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