The Volterra series is a model for non-linear behavior similar to the Taylor series. It differs from the Taylor series in its ability to capture "memory"...

Volterra (Italian pronunciation: [volˈtɛrra]; Latin: Volaterrae) is a walled mountaintop town in the Tuscany region of Italy. Its history dates from before...

categorized into five basic approaches, each defined by a model class: Volterra series models, Block-structured models, Neural network models, NARMAX models...

Volterra is a town in Italy. Volterra may also refer: Aaron Ḥai Volterra (fl. 18th century), Italian poet and rabbi Daniele da Volterra (1509–1566), Italian...

The Lotka–Volterra equations, also known as the Lotka–Volterra predator–prey model, are a pair of first-order nonlinear differential equations, frequently...

dei Lincei. Volterra (crater) Volterra's function Lotka–Volterra equation Smith–Volterra–Cantor set Volterra integral equation Volterra series Product integral...

Volterra Semiconductor, commonly known as "Volterra," was acquired by Maxim Integrated in October 2013. Volterra was a fabless semiconductor company that...

processing, machine learning, and finance. His PhD dissertation was on Volterra series descriptions of nonlinear circuits and devices. His primary focus then...

can be calculated by generating a Volterra series of the characteristic, or more approximately by a Taylor series. Practically all audio equipment has...

In mathematics, the Smith–Volterra–Cantor set (SVC), ε-Cantor set, or fat Cantor set is an example of a set of points on the real line that is nowhere...

related to the Volterra series and having the same relation to it as an orthogonal Hermite polynomial expansion has to a power series. For this reason...

time-invariant Volterra series. Khanna et al use a memory polynomial to model the transmitter components jointly. In both approaches the Volterra series or the...

Feedback Initial condition Linear system Mode coupling Vector soliton Volterra series "Explained: Linear and nonlinear systems". MIT News. Retrieved 2018-06-30...

misunderstanding, Edward believes Bella is dead. Edward decides to commit suicide in Volterra, Italy, but is stopped by Bella, who is accompanied by Edward's sister...

between linear and nonlinear; homogenous and inhomogeneous; Fredholm and Volterra; first order, second order, and third order; and singular and regular integral...

1509 – 4 April 1566), better known as Daniele da Volterra (/voʊlˈtɛrə/, Italian: [daˈnjɛːle da (v)volˈtɛrra]), was a Mannerist Italian painter and sculptor...

2010-06-04. Retrieved 2009-03-28. Detassis, Piera (2009-03-15). "New Moon: No a Volterra". Piera Detassis. Archived from the original on 2015-09-30. Retrieved 2009-03-28...

behind Volterra LMS and Kernel LMS is to replace data samples by different nonlinear algebraic expressions. For Volterra LMS this expression is Volterra series...

Classical electrodynamics Volterra integral equation Lotka–Volterra equations Bifurcation theory Lyapunov function Volterra series Kolmanovskii, V.; Myshkis...

non-commutative vector fields and represent their flows as infinite Volterra series. These series, at first introduced as purely formal expansions, are then shown...

projection pursuit, the multivariate adaptive regression splines, and the Volterra series expansion. Since the last decade, more interests in data-driven system...

Edoardo Volterra (1904–1984) was an Italian scholar of Roman law. Son of the distinguished Italian mathematician Vito Volterra, Edoardo Volterra held a...

Tronchin, Lamberto (2012). "The Emulation of Nonlinear Time-Invariant Audio Systems with Memory by Means of Volterra Series". JAES. 60 (12): 984–996....

 466–467. Endnotes: M. Carmichael, Report on the Volterra Alabaster Industry, Foreign Office, Miscellaneous Series, No. 352 (London, 1895) A. T. Metcalfe, "The...

Maffei da Volterra (1450 – 13 May 1478) was an Italian presbyter, clergyman, and Papal notary. He was born into a noble family in the town of Volterra, then...

calculus. The product integral was developed by the mathematician Vito Volterra in 1887 to solve systems of linear differential equations. The classical...

ultimately a type of Volterra integral. An iterative solution of the Volterra equation above leads to the following Neumann series: U ( t , t 0 ) = 1 −...

\right)f\left(z\right)dz.} Similar methods may be used to solve the Volterra equations. Neumann series Mathews, Jon; Walker, Robert L. (1970), Mathematical methods...

models and compensation schemes are pruned forms of the MIMO Volterra series. However, this series suffer from high dimensionality hidering[check spelling]...

predator–prey model, developed simultaneously but independently of Vito Volterra. The Lotka–Volterra model is still the basis of many models used in the analysis...