01607nam a2200349 i 450099100086106970753620020509180532.0960626s1992 us ||| | eng b11420996-39ule_instPARLA216712ExLDip. Scienze StoricheitaDepartment of State, United States of America451780Western Europe and Canada /Department of State, United States of America ; editor in Chief John P. Glennon ; editors Madeline Chi ; Stephen Harper ; Nancy Johnson ; Margaret Kohutanycz ; Lorraine LeesWashington :United States Government Printing Office,1992xxxiii, 932 p. ;24 cm.Foreign relations of the United States, 1955-1957 ;27Europa OccidentaleRelazioni EstereStati Uniti d'AmericaStati Uniti d'AmericaRelazioni Estere1955-1957Stati Uniti d'AmericaRelazioni Estere - CanadaStati Uniti d'AmericaRelazioni EstereEuropa OccidentaleCanadaRelazioni EstereStati Uniti d'AmericaChi, MadelineHarper, StephenJohnson, NancyKohutanycz, MargaretLees, Lorraine.b1142099601-03-1701-07-02991000861069707536LE009 Enc. Amer. 3/27 Sala Fonti e documentiv.271LE009N-6443le009-E0.00-no 00000.i1161140601-07-02Western Europe and Canada819075UNISALENTOle00901-01-96ma -engus 0103585nam 2200841z- 450 991058021330332120220706(CKB)5690000000011955(oapen)https://directory.doabooks.org/handle/20.500.12854/87514(oapen)doab87514(EXLCZ)99569000000001195520202207d2022 |y 0engurmn|---annantxtrdacontentcrdamediacrrdacarrierSymmetry in Modeling and Analysis of Dynamic SystemsBaselMDPI - Multidisciplinary Digital Publishing Institute20221 online resource (152 p.)3-0365-3384-2 3-0365-3383-4 Real-world systems exhibit complex behavior, therefore novel mathematical approaches or modifications of classical ones have to be employed to precisely predict, monitor, and control complicated chaotic and stochastic processes. One of the most basic concepts that has to be taken into account while conducting research in all natural sciences is symmetry, and it is usually used to refer to an object that is invariant under some transformations including translation, reflection, rotation or scaling.The following Special Issue is dedicated to investigations of the concept of dynamical symmetry in the modelling and analysis of dynamic features occurring in various branches of science like physics, chemistry, biology, and engineering, with special emphasis on research based on the mathematical models of nonlinear partial and ordinary differential equations. Addressed topics cover theories developed and employed under the concept of invariance of the global/local behavior of the points of spacetime, including temporal/spatiotemporal symmetries.Mathematics & sciencebicsscResearch & information: generalbicssc(p,q)-LaplacianAALambient assisted livingambient intelligenceassisted livingboundary value problemboundary value problemsbuildingcell transplantationconcretecritical point theorycytokinesdifference schemeeigenmodeselectronic circuitsfixed point theoryfuzzy logicgeneralized attracting horseshoeinfinitely many small solutionsischemic strokemixed typemultiple solutionsneutral delaynon-canonical differential equationsnumerical simulationoscillation criteriapartial difference equationpoincaré maprunge-kutta methodsecond-orderstabilitystability analysisstrange attractorssymmetrical structuresthird order differential equationsthree solutionstime delayuser-interfacesvibrationsϕc-LaplacianMathematics & scienceResearch & information: generalAwrejcewicz Janedt59397Awrejcewicz JanothBOOK9910580213303321Symmetry in Modeling and Analysis of Dynamic Systems3030219UNINA