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Entropy, the Second Law and Information Theory: 4 Hits

ribution of locations of all the particles in the system.\\ Second, we calculate the velocity SMI associ... ble micro-states. In a classical description of a system a micro-state is a detailed specification of all ... ble micro-states. In a classical description of a system a micro-state is a detailed specification of all ... miss applications of entropy, such as for living system or for the entire universe. References\\ Ben-Na

Probabilities and statistical mechanics of large and small systems: 4 Hits

sed on the assumption that the interaction of the system with its environment is weak, and therefore, the... tively means the statistical independence of the system and environment microscopic degrees of freedom. ... g, the assumption of weak interaction between the system and its environment compared to the bare system Hamiltonian is not always justified. By following the app

What is probability and what is then statistical mechanics?: 3 Hits

uencies as the objective property of the observed system. In the frequentist interpretation the probabilit... the degree of our knowledge about the individual system, then there can not be anything physically real i... fferent degrees of knowledge about the individual system, or about certain physical situation. In the argu

Beyond and across space: entanglement: 2 Hits

hat is the case in quantum mechanics studying the system of a macroscopic device, which measures one or mo... ast as well as to the present of the investigated system while that of space only to the present, because

Space and Time in Quantum Theory: 2 Hits

mal conditions all subsystems $S_i$ of some large system $S$ assume to a very good approximation relative ... cted in the systems relatively far from our solar system. In particular, since magnetic interactions are v

Boltzmann entropy: 2 Hits

cepts used in defining the Boltzmann entropy of a system, with particular attention to the status and just... itions that are needed to define an appropriate partition of the phase space of the system. </blockquote>

Theories of Space and Time from Aristotle to Einstein (Part I): From Aristotle to Galileo: 2 Hits

hat reinforced belief in Copernicus’ heliocentric system, as well as Kepler's explanation of the planetary... way for a new physical basis for the heliocentric system: the new theory of motion and the universe govern

Some analogies between quantum mechanics and descriptions of consciousness: 1 Hits

spective in humans stays outside the quantum-like system of their experiential potentialities. In humans w

Should simulation-as a computer experiment- guide theory or the opposite? A liquid state physicist point of view: 1 Hits

of water and various solutes molecules as well as system sizes and length of statistics. It turned out tha

Formatting Syntax: 1 Hits

public static void main(String[] args) { System.out.println("Hello World!"); //Display the string

DokuWiki: 1 Hits

**Installing DokuWiki** * [[doku>requirements|System Requirements]] * [[http://download.dokuwiki.org

Foundations of (Classical) Statistical Mechanics up to Entropy: 1 Hits

mics of a “macroscopic” (not so large after all…) system of “molecules” and considering only the statistic

Ontology of geometry space selection in physical theories: 1 Hits

to assign that inherence to any other geometrical system? The answer has to be affirmative, but Euclidean

The Second Physics and Philosophy Meeting: 1 Hits

and scientific subjects. Probably the educational system in USA is the one which goes further in that sens

Ontology of geometry space selection in physical theories: 1 Hits

What is old in metrology?: 1 Hits

The ontological status of information in physics: 1 Hits

On the variational principles in classical mechanics and electromagnetics: 1 Hits

Relation between Boltzmann and Gibbs entropy and example with multinomial distribution: 1 Hits

Entropy of Information in the Digital Age and the Awaiting of “Superintelligence”: 1 Hits

Theories of Space and Time from Aristotle to Einstein (Part II): From Newton to Einstein and Beyond: 1 Hits