Analytical model for local separator bifurcations (a Ft; 1)
Bifurcations in the Sakaguchi--Kuramoto model
... From its inverse H −1 we would obtain for given system parameters K and α a corresponding partially synchronized state, defined by its parameters (p, Ω) through (25). However, since H is not necessarily ...
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Bifurcations in the regularized Ericksen bar model
... We use methods of local bifurcation theory. We start by obtaining the primary and secondary bifurcation points and presenting the results of numerical continuation using AUTO [5]. In section 3 we apply directly ...
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Analytical approximation of the transition density in a local volatility model
... Introduction Analytical approximation methods in option pricing have attracted an ever increasing interest in the last ...including local, stochastic volatility and/or jumps, that generally cannot be solved ...
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Analytical approximation of the transition density in a local volatility model
... Introduction Analytical approximation methods in option pricing have attracted an ever increasing interest in the last ...including local, stochastic volatility and/or jumps, that generally cannot be solved ...
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Local bifurcations in differential equations with state-dependent delay
... torus bifurcations 34 ...torus bifurcations (in resonance tongues, first com- putational demonstrations for DDEs were for an El-Nin˜ o model 35–38 ) follow in a similar way from a Lyapunov- Schmidt ...
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Chaos and bifurcations in chaotic maps with parameter q: Numerical and analytical studies
... discrete model of a special fractional system and research its discrete changes and bifurcations with fractional-order ...study bifurcations of fractional diffusionless Lorenz system and simplified ...
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Analytical approximations of local-Heston volatility model and error analysis
... general local and stochastic volatilities models in [ FJ11 ] but under the assumptions of null correlation and under rather strong hypotheses of the volatility coefficients (excluding the CIR ...SABR model ...
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Development of an Analytical Model for Local Hydrogen Behavior Analysis in NPP Containment
... Hence, in this study, local concentrations of hydrogen simulated by helium have been measured in the mixing test facility to understand the local mixing and/or st[r] ...
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Bifurcations and chaos in a discrete SI epidemic model with fractional order
... epidemic model has been discussed in this paper. Such a discrete- time model is obtained from the discretization of the fractional-time SI ...the model. As h and α are varied, the model ...
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Endogenous driving and synchronization in cardiac and uterine virtual tissues: bifurcations and local coupling
... states, bifurcations can be mapped in parameter space using continuation ...cell model is not electrochemically neutral, and so does not have a stable resting state, or if the cell model is not ...
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A hybrid breakout local search and reinforcement learning approach to the vertex separator problem
... Table 5 summarizes the analytical results. Column ‘ρ’ shows a positive fitness-distance correlation in the problem landscapes, except for instances c-43 and soc-Epinions1 from the benchmark set B4. Therefore we ...
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Indeterminacy, bifurcations and chaos in an overlapping generations model with negative environmental externalities
... Let us consider a perfectly competitive economy populated by a continuum of identical infinitely-lived firms, which produce a consumption good, and by a constant size population of identical individuals; so, we can ...
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Regularization of sliding global bifurcations derived from the local fold singularity of filippov systems
... The non-smooth mathematical models are often a discontinuous idealization of regular phenomena where the phase space is divided into regions in which the vari- ables have different orders of behavior (slow-fast regions, ...
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Analytical investigation of single and double Neimark-Sacker bifurcations
... only analytical procedure shown in the literature is in [6], where, although the analysis is considering most of the existing features of a double NS bi- furcation and proofs are provided, many basic passages are ...
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OVERALL CONVEYOR WIDTH STEEL ALUMINUM MODEL # PER FT. 10 FT. 5 FT. PER FT. 10 FT. 5 FT. PER FT. 10 FT. 5 FT. PER FT. 10 FT. 5 FT.
... section Model # RRSTOPJRS for SW and JRS series conveyor Model # RRSTOPMRS for MRS series conveyor Note: kit uses a roller from conveyor section PACKAGE ...
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Descriptive bulletin. FT Flexitest family FT-1, FT-1F, FT-1X, FT-14, FT-19R, FT-19RX, FT-19RS, FT-22RS, & test plugs
... 4.4. Construction The base of all Flexitest switches is made of a high grade molded thermo-plastic which provides a tough, insulated enclosure. Barriers are molded into the base (front and rear) to separate the switch ...
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Ft Ft Ft Ft Ft Ft Ft Ft Ft Ft Ft Ft Ft.
... 0.2Lux/F1,2 - Programmable GAMMA, Video adjustment: (brightness, contrast, saturation and hue) With: OSD menu, Motion detection, 64 Zone BLC.. 0.3Lux/F1,2 - Programmable GAMMA, Video [r] ...
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Bifurcations of transition states : morse bifurcations
... possible bifurcations of the dividing surfaces and transition states, and then gives some examples of Morse ...Morse bifurcations stand ...Morse bifurcations in transport problems is seen in the ...
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Bifurcations for a deterministic SIR epidemic model in discrete time
... SIR with births and deaths by numerical simulations. To reveal the reason for the result- ing periodic behavior of the discrete-time models SIR with births and deaths, we give a sufficient theoretical investigation of this ...
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Conversions. 12 in. 1 ft = 1.
... Since 12 in = 1 ft, you can get a one by dividing both sides of the equation by 1 ft, giving 12 in 1 ft = 1. (Notice that this doesn’t say that 12 = 1.) You use ...
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