[PDF] Top 20 Extremes and Recurrence in Dynamical Systems
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Extremes and Recurrence in Dynamical Systems
... interested in exploring the spatial corre- lation of extreme ...discussion in [25, ...populations and the production of agricultural ...energy in vast territories, changing dramatically the ... See full document
305
Optimal Control Synthesis for Max-Plus Linear Dynamical Systems
... open-loop and feedback control ...control in the finite ...problem in a finite horizon can be understood as an infinite horizon by the expansion of the control horizon for a big enough size (greater ... See full document
165
A matrix recurrence for systems of Clifford algebra-valued orthogonal polynomials
... sequence in arbitrary ...a recurrence relation for the construction of a complete system of orthogonal Clifford-algebra valued polynomials of arbitrary ...years. In fact, it allows to prove directly ... See full document
11
On potential kernels associated with random dynamical systems
... familiar in the framework of potential theory defined by a measurable semigroup of sub-Markovian ...is in fact the potential kernel of the measurable semigroup (K t ... See full document
17
The population dynamical implications of male-biased parasitism in different mating systems.
... mechanisms. In mammals, male- biased parasitism is associated with sexual size dimorphism, with males being the larger and more heavily parasitized sex ...ranges and increased activity levels [7; but ... See full document
8
Chapter III Identify Dynamical Systems Properties in Team Sports of Rugby Union
... output and the actual values) they never converge (Basheer, ...high and/or low definitions can only be determined during the network training process by observing the evolution of error ...minimisation. ... See full document
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Applications to dynamical systems to immunology and to random exchange economies
... recognizes and responds to specific antigens, they are a subset of the Leukocytes, also known as white blood ...mature in the thymus, activated under exposure to their specific antigens, and leading ... See full document
46
Synchronization of chaotic dynamical systems: a brief review
... communication systems, especially those that involve signals which future behavior is difficult (or impossible) to predict during transmission, some type of synchronization between transmitter and receiver ... See full document
7
Markov structures and decay of correlations for non-uniformly expanding dynamical systems
... By recent results of Young [29,30] the rate of decay of the tail of the return time function in this framework has direct implications for the rates of decay of correlations and the Cent[r] ... See full document
23
The fisheries dissipative effect modelling through dynamical systems and chaos theory
... effect in fisheries, based in dynamical systems and in its approach through chaos ...consequences and only prosecuting easy profits, the risk of extinction is very real ... See full document
6
MARKOV GRAPHS OF ONE–DIMENSIONAL DYNAMICAL SYSTEMS AND THEIR DISCRETE ANALOGUES AND THEIR DISCRETE ANALOGUES
... tree and then present some bounds on indegrees and outdegrees of vertices in Markov graphs (these bounds become equalities for discrete Markov ...that in fact the correspondence σ → M Γ(X,σ) ... See full document
9
Spatially organized dynamical states in chemical oscillator networks: synchronization, dynamical differentiation, and chimera patterns.
... processes in many engineered and living systems take place on complex networks of discrete dynamical ...electrodissolution in which synchronization patterns are recorded in ... See full document
12
Dynamical evolution of triple-star systems by Lidov-Kozai cycles and tidal friction
... spin and orbital evolution (oc- tupole approximation) with general relativity corrections, including the effects of tides, stellar oblateness and mag- netic spin-down ...described in detail in ... See full document
12
Extreme Value Laws for Dynamical Systems with Countable Extremal Sets
... evolve and keep record of the values of this observable evaluated on the successive states that the system presents, along the evolution of this particular ...condition, in terms of their extremal ... See full document
20
Point processes of non stationary sequences generated by sequential and random dynamical systems
... tems and, therefore, in a non-stationary context, by considering the convergence of point pro- cesses instead of the more particular distributional limiting properties of the maximum or the hitting/return ... See full document
41
Extreme Value Laws for non stationary processes generated by sequential and random dynamical systems
... motivation and the dynamical ...theory in the last decades was the application of probabilistic tools to characterise the asymptotic evolution of a given dynamical ...of dynamical ... See full document
34
Extreme Value Laws for dynamical systems with countable extremal sets
... recently, in [AFFR16], the authors considered the possibility of having a finite number of maximal points of ...correlated, in the sense of belonging to the same orbit of some point (not necessarily ... See full document
16
Statistical properties of random dynamical systems with contracting direction
... 0.2) and look at the additive noise (left panel) ...reported in the upper ...decreases and then interrupts (no points) for x > ...points in the Baker attractor, θ < 1 and we have ... See full document
15
The land-atmosphere coupling and climate extremes in Africa
... coupled and other uncoupled, for past and future climates. In these studies, the impact of different soil moisture amounts on temperature for the 2003 European heat wave is assessed, and it is ... See full document
125
Introduction to dynamical systems: A hands-on approach with Maxima
... successfully and to be able to test the validity of its results. In the process of gaining that experience, the user will also gain a better insight into the mathematical methods implemented in the ... See full document
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