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Could Long-Term Stability Last Forever?
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作者 maria k. koleva 《Journal of Modern Physics》 CAS 2023年第4期450-460,共11页
The subject of the present paper is to prove that the recently introduced conjecture of boundedness puts a ban over the view of stability as asymptotic property. This result comes in sharp contrast with the prescripti... The subject of the present paper is to prove that the recently introduced conjecture of boundedness puts a ban over the view of stability as asymptotic property. This result comes in sharp contrast with the prescription of the traditional thermodynamics and statistical physics which consider the existence of equilibrium as asymptotic property of all systems. The difference commences from the use of infinitesimal calculus as the basic implement for modelling by the latter while the primary premise of the conjecture of boundedness is sustaining the energy/matter/information permanently bounded and finite. The latter property overrules the infinitesimal calculus as the major implement of modelling because, among all, it is proven that the traditional one suffers unsoluble difficulties. 展开更多
关键词 Long-Term Stability Equilibrium Infinitesimal Calculus BOUNDEDNESS Decomposition Theorem Certain Information Universal Mechanism for Collapse
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Ban over Information Perpetuum Mobile
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作者 maria k. koleva 《Journal of Modern Physics》 2017年第3期299-314,共16页
A ban over acquiring information from fluctuations alone is considered. A fundamental value of that ban is its model independence, i.e. it is impossible to acquire information out of fluctuations alone both within the... A ban over acquiring information from fluctuations alone is considered. A fundamental value of that ban is its model independence, i.e. it is impossible to acquire information out of fluctuations alone both within the frame of the traditional statistical approach and within the frame of the recently introduced theory of boundedness. 展开更多
关键词 INFORMATION FLUCTUATIONS MAXWELL DEMON Landauer Principle BOUNDEDNESS
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Self-Sustained Boundedness of Logical and Quantal Error at Semantic Intelligence
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作者 maria k. koleva 《Journal of Modern Physics》 2020年第2期157-167,共11页
It is demonstrated that the recently introduced semantic intelligence spontaneously maintains bounded logical and quantal error on each and every semantic trajectory, unlike its algorithmic counterpart which is not ab... It is demonstrated that the recently introduced semantic intelligence spontaneously maintains bounded logical and quantal error on each and every semantic trajectory, unlike its algorithmic counterpart which is not able to. This result verifies the conclusion about the assignment of equal evolutionary value to the motion on the set of all the semantic trajectories sharing the same homeostatic pattern. The evolutionary value of permanent and spontaneous maintenance of boundedness of logical and quantal error on each and every semantic trajectory is to make available spontaneous maintenance of the notion of a kind intact in the long run. 展开更多
关键词 Semantic INTELLIGENCE Algorithmic INTELLIGENCE BOUNDEDNESS Logical ERROR Quantal ERROR Optimization SURVIVAL of the Fittest Notion of a KIND
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Uniqueness and Reproducibility of Semantic Intelligence: New Approach to the Notion of Self-Organization
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作者 maria k. koleva 《Journal of Modern Physics》 2019年第1期43-58,共16页
A novel notion of self-organization whose major property is that it brings about the execution of semantic intelligence as spontaneous physico-chemical processes in an unspecified ever-changing non-uniform environment... A novel notion of self-organization whose major property is that it brings about the execution of semantic intelligence as spontaneous physico-chemical processes in an unspecified ever-changing non-uniform environment is introduced. Its greatest advantage is that the covariance of causality encapsulated in any piece of semantic intelligence is provided with a great diversity of its individuality viewed as the properties of the current response and its reproducibility viewed as causality encapsulated in any of the homeostatic patterns. Alongside, the consistency of the functional metrics, which is always Euclidean, with any metrics of the space-time renders the proposed notion of self-organization ubiquitously available. 展开更多
关键词 SELF-ORGANIZATION Concept of BOUNDEDNESS Point-Like APPROACH to Response Semantic INTELLIGENCE Algorithmic INTELLIGENCE Metrics
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Renormalization of Hierarchy and Semantic Computing
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作者 maria k. koleva 《Journal of Modern Physics》 2018年第3期335-348,共14页
In the setting of boundedness, the renormalization acquires new meaning and implementation: it appears as generic operational protocol available for intelligent complex systems aimed towards essential non-extensive re... In the setting of boundedness, the renormalization acquires new meaning and implementation: it appears as generic operational protocol available for intelligent complex systems aimed towards essential non-extensive reduction of computation costs and non-extensive speeding up of computing. Another advantage of the proposed above renormalization is that, along with reduction of computation costs and speeding up of computing, it allows further hierarchical super-structuring where the same properties of speeding up the computing and reduction of computation costs hold. The fundamental novelty of that renormalization is provided by a highly non-trivial interplay between structural and functional properties. 展开更多
关键词 RENORMALIZATION BOUNDEDNESS HIERARCHY Decomposition Theorem SEMANTIC COMPUTING MARKOV Process
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New Approach to Deep Miniaturization: A Way to Overcoming Moore’s Law
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作者 maria k. koleva 《Journal of Modern Physics》 2021年第3期167-178,共12页
The matter about some far-going consequences commencing from the replacement of one of the basic principles of the traditional physics that is the principle of locality, with the recently put forward principle of boun... The matter about some far-going consequences commencing from the replacement of one of the basic principles of the traditional physics that is the principle of locality, with the recently put forward principle of boundedness is considered. It is proven that the thermodynamic theory which is explicitly grounded on the principle of locality, suffers inherent contradiction which roots lay down to the principle of locality. The way to overcome it goes via the replacement of the principle of locality with the recently put forward by the author principle of boundedness. In turn, the latter gives rise not only to a fundamentally novel notion for a number of ideas but also it yields replacement of the proportionality between the software and hardware components with a new non-extensive approach to the matter. It is proven that the famous Moore’s law stands in new reading both in its support and the way to overcome its limitations. Apart from its role for the technical applications, the present considerations stand also as a methodological example how the role of the basics of any theory affects practical rules such as the Moore’s law. 展开更多
关键词 Principle of Locality Principle of Boundedness Moore’s Law Decomposition Theorem Chemical Potential Semantic Intelligence
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General Operational Protocol for Coherence. Central Limit Theorem as Approximation
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作者 maria k. koleva 《Journal of Modern Physics》 2021年第5期605-622,共18页
A general operational protocol which provides permanent macroscopic coherence of the response of any stable complex system put in an ever-changing environment is proposed. It turns out that the coherent response consi... A general operational protocol which provides permanent macroscopic coherence of the response of any stable complex system put in an ever-changing environment is proposed. It turns out that the coherent response consists of two parts: 1) a specific discrete pattern, called by the author homeostatic one, whose characteristics are robust to the statistics of the environment;2) the rest part of the response forms a stationary homogeneous process whose coarse-grained structure obeys universal distribution which turns out to be scale-invariant. It is demonstrated that, for relatively short time series, a measurement, viewed as a solitary operation of coarse-graining, superimposed on the universal distribution results in a rich variety of behaviors ranging from periodic-like to stochastic-like, to a sequences of irregular fractal-like objects and sequences of random-like events. The relevance of the Central Limit theorem applies to the latter case. Yet, its application is still an approximation which holds for relatively short time series and for specific low resolution of the measurement equipment. It is proven that the asymptotic behavior in each and every of the above cases is provided by the recently proven decomposition theorem. 展开更多
关键词 Decomposition Theorem Central Limit Theorem Notion of a General Operational Protocol Notion of a Law COARSE-GRAINING Scale Invariance
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Use and Abuse of General Criterion for Discrimination of Causal Correlations from Individual Peculiarities and Provisional Correlations
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作者 maria k. koleva 《Journal of Modern Physics》 2020年第6期767-778,共12页
A fundamentally novel approach to the issue about existence of a general criterion for autonomous discrimination of causal correlations from individual peculiarities and provisional correlations at stable complex syst... A fundamentally novel approach to the issue about existence of a general criterion for autonomous discrimination of causal correlations from individual peculiarities and provisional correlations at stable complex systems is put forward. It is grounded on a recently proven by the author decomposition theorem whose subject has no cross section with the subject of the Central Limit Theorem. The fundamental advantage of that criterion lies in insensitivity to the details of the underlying dynamics and to the details of the hierarchical structure regardless of the nature of the corresponding system. It holds in an unspecified ever-changing environment. It also holds when information is incomplete and/or uncertain. Another advantage of the criterion is the ability to forecast a change in a system. The limitation of the criterion is substantiated as a ban over predictability whether that change would develop in an adaptation or in destruction. It is worth noting that while the criterion itself holds in the frame of the recently proposed theory of boundedness, the ban over prediction of the nature of a change is model-free. 展开更多
关键词 CAUSALITY CORRELATIONS Decomposition Theorem Central Limit Theorem
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Temperature and Concentration under Boundedness
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作者 maria k. koleva 《Journal of Modern Physics》 2015年第8期1149-1155,共7页
In the present paper I have proved that in the setting of recently introduced concept of boundedness the intensive macroscopic variables such as temperature and concentration are well-defined even for structured objec... In the present paper I have proved that in the setting of recently introduced concept of boundedness the intensive macroscopic variables such as temperature and concentration are well-defined even for structured objects and nano-objects. I have proved that the Poisson distribution is generic distribution for all fluctuations. An indispensable part of the proof is the existence of a general dynamical mechanism which provides damping out of the arbitrary accumulation of matter/ energy in every given location and in every moment. 展开更多
关键词 FLUCTUATIONS POISSON DISTRIBUTION BOUNDEDNESS
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Is Evolution a Causal, Yet Not-Predetermined Process?
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作者 maria k. koleva 《Journal of Modern Physics》 2022年第5期707-721,共15页
It is demonstrated that “survival of the fittest” approach suffers fundamental flaw planted in its very goal: reaching a uniform state starting from a minor random event. Simple considerations prove that a generic p... It is demonstrated that “survival of the fittest” approach suffers fundamental flaw planted in its very goal: reaching a uniform state starting from a minor random event. Simple considerations prove that a generic property of any such state is its global instability. That is why a new approach to the evolution is put forward. It conjectures equilibrium for systems put in an ever-changing environment. The importance of this issue lies in the view that an ever-changing environment is much closer to the natural environment where the biological species live in. The major goal of the present paper is to demonstrate that a specific form of dynamical equilibrium among certain mutations is established in each and every stable in a long-run system. Major result of our considerations is that neither mutation nor either kind dominates forever because a temporary dynamical equilibrium is replaced with another one in the time course. It will be demonstrated that the evolution of those pieces of equilibrium is causal, yet not predetermined process. 展开更多
关键词 Stable Evolution Survival of the Fittest CAUSALITY Central Limit Theorem Decomposition Theorem Markov Process
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Non-Recursive Relations Structure-Functionality
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作者 maria k. koleva 《Journal of Modern Physics》 2016年第6期477-488,共12页
Non-recursive relations structure-functionality is an exclusive property of the recently introduced concept of boundedness. They provide a leading role of the hierarchy of the functional organization in the evolution ... Non-recursive relations structure-functionality is an exclusive property of the recently introduced concept of boundedness. They provide a leading role of the hierarchy of the functional organization in the evolution of each and every complex system. The novel evolution strategy appears as a counterpart rather than as opponent to the survival of the fittest strategy because the survival of the fittest is more advantageous strategy in a slow varying environment while the novel strategy is more advantageous for a rapidly changing environment. Alongside, the non-recursive relations structure-functionality serves as grounds for coexistence of scaling dependent and scaling independent properties of complex systems. 展开更多
关键词 BOUNDEDNESS Evolutionary Strategy Power Laws Fractals Action Heisenberg-Like Relations
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