Theory of synchronicity

One can also obtain the theory of synchronization by the stroboscopic method. If one starts with the differential equation... 

G. Jung and helped him develop the theory of synchronicity discussed in the introduction.2 This collaboration between Jung and Pauli illustrates that physicists had begun to question the... 

Figure 7.3 Austrian physicist Wolfgang Pauli helped Carl G. Jung develop the theory of synchronicity, signaling the willingness of scientists to reinvestigate the occult. (Mary Evans Picture Library/The Image Works)...

Physicist Wolfgang Pauli works with Jung on the theory of synchronicity. 

Detonation, Abel Theory of or Theory of Synchronous Vibrations. It is the earliest theory (1869). See under DETONATION (AND EXPLOSION), THEORIES, History... 

Abel Theory. See Detonation, Abel Theory or Theory of Synchronous Vibrations (Ref 103, p 22) in Section 2 and under History of in this Section... 

Accdg to Andreev Belyaev (Ref 103, p 222) one of the first proposed theories of detonation was that of Abel (1869). It was known as the "Theory of Synchronous Vibrations" (Teoriya Sinkhronnykh. Kolebanii,. in Rus). 

Thus, a logical question arises what is newly introduced by the theory of synchronous chemical reaction interaction to decoding of the mechanism and functions of enzymatic systems ... 

Chaotic systems. Here the mere notion of synchrony is non-trivial, and several concepts have been developed. The effect of phase synchronization is a direct extension of the classical theory to the case of a subclass of self-sustained continuous time chaotic oscillators which admit a description in terms of phase. Synchronization of these systems can be described as a phase and frequency locking, in analogy to the theory of synchronization of noisy systems. An alternative approach considers a synchronization of arbitrary chaotic systems as a coincidence of their state variables (complete synchronization) or as an onset of a functional relationship between state variables of two unidirection-ally coupled systems (generalized synchronization). Although physical mechanisms behind the two latter phenomena essentially differ from the mechanisms of phase and frequency locking, all these effects constitute the field of application of the modern synchronization theory. 

R. H. Park, Two-reaction theory of synchronous machines. Generalised method of analysis. Part 1. Transactions ofAIEE, Vol. 48, 1929, page 716. Parti. Transactions of AIEE, Vol. 52, 1933, page 352. 

Introduction DG set Operating parameters Theory of operation Guidelines on the selection of a DG set Types of loads Starting of a DG set Proteetion of a DG set Parallel operation Procedure of parallel operation Recommended protection for a synchronizing scheme Load sharing by two or more generators Total automation through PLCs... 

The Theory of Interaction Between Synchronous Reactions Chemical Interference Logics... 

Synchronous processes represent the most demonstrative and unique example of chemical reaction ensembles, arranged in time and space. Interest in synchronous chemical reactions is also so much keener, because in biological systems many processes are synchronous. This means that biochemical reactions are arranged and performed in systems with molecular and permolecular structures, which is the chemist s pipe dream . Studies performed in recent decades have allowed the development of the interaction theory for synchronous chemical reactions at two levels—microscopic and macroscopic. Strictly speaking, parallel reactions may also be taken as synchronous reactions although proceeding simultaneously in the reaction system, they are characterized by the absence of any interaction between them. However, such synchronous reactions are trivial and of no special interest for chemistry. It is of much more importance when they interact and, therefore, induce oscillations in yields of synchronous reaction products. 

The title of the present monograph reflects the scientific concept of this book the development of synchronously proceeding reaction interaction theory. 

In terms of Wheeler-Feynman absorber theory [47] a standing wave, consisting of synchronized retarded and advanced components, originating at emitter and absorber respectively, constitutes the wave function of a photon and it extends over the entire region between emitter and absorber. 

They later wrote that they experienced what psychologists would call a kind of shared psychotic break, with one of them becoming reactive and the other paranoid schizophrenic, a state that lasted for several weeks. Many unusual paranormal phenomena accompanied this state synchronicities, telepathic communication between them, even sightings of what seemed like a UFO, and the apparent partial creation of some kind of hyperspatial communication device. One could say it was as much a shamanic madness initiation, a mythic journey to the outer reaches of the mind, as it was schizophrenia. The two intrepid explorers wrote a complex and difficult book on their experiences and theories, which also included a new mathematical theory of time wave based on the I Ching. 

The following draws on von Wetzsa r, Sfeidy-Sfafe Capilal Theory, part II. 3 Wolfsteiter, "Surplus labour, synchronized labour costs and Marx s labour theory of value" and Roemer, Anatifticat FoundationSr ch. 4.4. 

Figure 29.19 The reactant (R), transition state (TS) and product (P) configurations for the rate-determining triple proton transfer step of the 58-atom model used to represent the active site of carbonic anhydrase II [18]. The numbers denote bond distances (in A) calculated at two different levels of theory. The arrows in the insert figure represent the tunneling mode and illustrate the degree of synchronicity of the transfer.

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