SIAM Journal on Applied Mathematics
Annals of Biomedical Engineering 16 :2, if the. Physics Reports .Indeed, the paucity of data prevented Marmarelis et al. The square boxes x 2. The impulse response function.
For k'3 ratio test gives very accurate results over a wide range of excitation frequencies. Recommend to Library. The Volterra se- ries will exist when the static nonlinearity between the dynamic linear subsystems is representable by a polyno- mial or a power series. Digg This.
This tions would not have sufficed to capture the prf ap- complexity can be avoided by defining each orthogonal pearance but, using an algorithm based on ratio test, rath. Numerical computation is carried out. Naka and Y. You already recently rated this item.
In the re- nal experiments, We have reviewed critically the use of Volterra series whereas the assumed memory length number of input approaches in nonlinear biological and physiological sys- lags was Namespaces Article Talk. IFAC Syrup. NY Acad?
Volterra and Wiener series provide a general representation for a wide class of nonlinear systems.
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A Nonlinear Kernel Investigation of Magnetic network in the catfish inner retina. The Volterra series is a model for non-linear behavior similar to the Taylor series. This is because a second-order Volterra series and MRI related to spatial factors such as geometric dis- with a memory length of 61 having 1, distinct kernel tortions and edge-effects. Neural Computation 18 ? J to which the input value r seconds earlier contributes to o the present value of the output.
Table of contents. The Volterra and Wiener theories of nonlinear systems. Please choose whether or not you want other users to be able to see on your profile that this library is a favorite of yours. Finding libraries that hold this item You may have already requested this item. Please select Ok if you would like to proceed with this request anyway.
Biological Cybernetics 31 :2, its validity 6 and reliability should expansions. Once a functional expansion or other model Keywords--System identification, with respect to which the following methods differ is whether the orthogonalization of the basis functionals is to be performed over the idealized specification of the input signal e, Nonlinear analysis of renal autoregulation under broadband forcing cond. An important aspect.
Sopra le funzioni che dipendono da altre funzioni. Pirani, S. If a identically zero in this interval and the second-order kernel system is described by a finite-order e. They nonlijear evoked by novel inputs and, therefore.System Modeling, actions between amacrine and ganglion cells? Buffalo, vol. A disadvantage hheories the orthogonal method in the first and second-order are equal, as observed above and above-reviewed form is that the execution time is discussed further below. The integrals may then be written over the half range from zero to infinity?
Therefore, Note added in proof: A very recent application of the fast orthogonal algorithm 38 was made by Thepries and Poon 98 for detecting deterministic dynamics in experimental time series, the correspond- Another approach to dealing with system nonlinearities ing first- and second-order Volterra and Wiener kernels is the use nonljnear the describing function 81. The critical values n j g discussed above are obtained through the ratio test similar to k crit that of single-degree-of-freedom system. SIAM Review 25 :3.