000 03483nam a22005897a 4500
999 _c533740
_d533738
001 242330363
003 DE-601
005 20221011083016.0
008 200708s1997 de ||||| |||| 00| 0 eng d
015 _a98A160665
_2dnb
016 7 _a953200221
_2DE-101
020 _a9783540640004
_cpbk.
020 _a3540640002
020 _a2868833160
020 _a9783662097991 (electronic)
035 _a(OCoLC)845054460
035 _a(ZBM)0948.00059
040 _bger
_cGBVCP
041 0 _aeng
044 _cXA-DE
_cXD-US
_cXA-ES
080 _a53
084 _a27
_a29
_a17
_2sdnb
084 _a30.20
_2bkl
084 _amat
_2z
245 0 0 _aScale invariance and beyond :
_bLes Houches Workshop, March /
_ceditors : B. Dubrulle, F. Graner and D. Sornette.
264 3 1 _aBerlin [a. o.] :
_bSpringer [a. o.],
_c© 1997.
300 _axix, 286 p. :
_bill.
490 _9164960
_aCentre de Physique des Houches ;
_v7
500 _aHier auch später erschienene, unveränderte Nachdrucke.
504 _aIncludes bibliographies.
505 _a Lecture 1 Scale Invariance Without Mechanism?.- Lecture 2 Scale Invariance and Beyond: What Can We Learn from Wavelet Analysis?.- Lecture 3 Fractional Derivatives in Static and Dynamic Scaling.- Lecture 4 Multi-Dimensional Self-Similarity, and Self-Gravitating N-Body Systems.- Lecture 5 Scaling in Stock Market Data: Stable Laws and Beyond.- Lecture 6 Hysteresis, Avalanches, and Barkhausen Noise.- Lecture 7 Burgers Turbulence and the Energy Landscape of Randomly Pinned Objects.- Lecture 8 Power Laws and Scale Invariance in Physical Metallurgy.- Lecture 9 Scale Invariance in Fluids with Anticorrelated Entropy-Specific Volume Fluctuations.- Lecture 10 Scale Invariance(s) in the Cosmic Matter Distribution?.- Lecture 11 Scale Invariance of the Avalanche Effect in Phase Transition Modulated Mantle Mixing.- Lecture 12 Scale Invariance of Earthquakes.- Lecture 13 Models for Evolution and Extinction.- Lecture 14 Scale Invariance in Economics and in Finance.- Lecture 15 Models of Artificial Foreign Exchange Markets.- Lecture 16 From Scale-Invariance to Scale-Covariance in Out-of-Equilibrium Systems.- Lecture 17 Turbulence: Statistical Approach.- Lecture 18 Discrete Scale Invariance.- Lecture 19 Scale Relativity.- Lecture 20 Scaling in Turbulent Flows.- Lecture 21 Statistical Scale Symmetry Breaking.
611 0 _aKongress
_970072
650 7 _aSelbstähnlichkeit
_2gnd
_9164962
651 7 _aLesHoches <1997>
_2gnd
_9164963
653 _aფიზიკა
951 _aRDH 600
_bChaostheorie. Fraktale {Mathematische Physik}
_240
951 _aZZ NAT phy kj
_240
951 _aUG 3900
_269
951 _aUG 3900
_2285
951 _aBO
700 _aDubruelle, B.
_eრედაქტორი
_95842
700 _aGraner, F.
_eრედაქტორი
_9164964
700 _aSornette, D.
_eრედაქტორი
_9164965
830 0 _aCentre de Physique des Houches
_pCentre de Physique
_v7
_9700
856 4 2 _yZentralblatt MATH
_uhttp://zbmath.org/?q=an:0948.00059
_mV:DE-601;B:ZBM
_qpdf/application
_3Inhaltstext
900 _bSUB+Uni Göttingen <7>
_d!BBP! RDH 600 = 98 A 19570
_g98 A 19570
900 _bUB Greifswald <9>
_d!UB 660! 660/UG 3900 D819
_f[Nachdruck]
900 _bTIB Hannover <89>
_dRR 6334(7)
_dRR 6334(7) a
900 _bMPI Mikrostrukt., Halle <Ha 94>
_d!C.1.05! UG 3900 D819
900 _bUB Potsdam <517>
_d!1305! UG 3900 SCA
942 _2udc
_cBK