LEADER 04078nam  2200841z- 450 
001 9910557512803321
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035   $a(CKB)5400000000044427
035   $a(oapen)https://directory.doabooks.org/handle/20.500.12854/68934
035   $a(EXLCZ)995400000000044427
100   $a20202105d2020      |y             0
101 0 $aeng
135   $aurmn|---annan
181   $ctxt$2rdacontent
182   $cc$2rdamedia
183   $acr$2rdacarrier
200 10$aCondensed-Matter-Principia Based Information & Statistical  Measures$eFrom Classical to Quantum
210   $aBasel, Switzerland$cMDPI - Multidisciplinary Digital Publishing Institute$d2020
215   $a1 electronic resource (166 p.)
311   $a3-03936-746-3 
311   $a3-03936-747-1 
330   $aThis book summarizes the efforts of ten papers collected by the Special Issue "Condensed-Matter-Principia Based Information & Statistical Measures: From Classical to Quantum". It calls for papers which deal with condensed-matter systems, or their interdisciplinary analogs, for which well-defined classical?statistical vs. quantum information measures can be inferred while based on the entropy concept. The contents have mainly been rested upon objectives addressed by an international colloquium held on October 2019, in UTP Bydgoszcz, Poland (see http://zmpf.imif.utp.edu.pl/rci-jcs/rci-jcs-4/), with an emphasis placed on the achievements of Professor Gerard Czajkowski, who commenced his research activity with open diffusion?reaction systems under the supervision of Roman S. Ingarden (Toru?), a father of Polish synergetics, and original thermodynamic approaches to self-organization. The active cooperation of Professor Czajkowski, mainly with German physicists (Friedrich Schloegl, Aachen; Werner Ebeling, Berlin), ought to be highlighted. In light of this, a development of his research, as it has moved from statistical thermodynamics to solid state theory, pursued in terms of nonlinear solid-state optics (Franco Bassani, Pisa), and culminated very recently with large quasiparticles termed Rydberg excitons, and their coherent interactions with light, is worth delineating.
517   $aCondensed-Matter-Principia Based Information & Statistical Measures 
606   $aResearch & information: general$2bicssc
610   $aentropy
610   $asecond law
610   $athermodynamics
610   $aShannon measure of information
610   $ainformation theory
610   $asurface plasmons
610   $afractals
610   $aquantum plasmonics
610   $abeyond dipole
610   $aentanglement
610   $aelectromagnetically induced transparency
610   $across-Kerr nonlinearity
610   $aGazeau?Klauder coherent states
610   $aHelstrom bound
610   $achemical computing
610   $aoscillatory reaction
610   $agenetic optimization
610   $aclassification problem
610   $ainteracting oscillators
610   $aFlory?De Gennes exponent
610   $aconformation of protein
610   $aalbumin
610   $anon-gaussian chain
610   $anon-isothermal characteristics
610   $aFisher?s test
610   $aKullback?Leibler divergence
610   $anetwork
610   $aflow
610   $achannel
610   $aprobability distribution
610   $aShannon information measure
610   $across-entropy
610   $adrones
610   $aswarms
610   $arobustness
610   $ainformation
610   $aclassical vs. quantum system
610   $acondensed matter
610   $asoft matter
610   $acomplex systems
615  7$aResearch & information: general
700   $aGadomski$b Adam$4edt$0314513
702   $aZieli?ska-Raczy?ska$b Sylwia$4edt
702   $aGadomski$b Adam$4oth
702   $aZieli?ska-Raczy?ska$b Sylwia$4oth
906   $aBOOK
912   $a9910557512803321
996   $aCondensed-Matter-Principia Based Information & Statistical Measures$93039083
997   $aUNINA