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Differintegral
Known as:
Fractional integration
, Differintegration of some elementary functions
, Differintegration
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In fractional calculus, an area of applied mathematics, the differintegral is a combined differentiation/integration operator. Applied to a function…
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Related topics
Related topics
3 relations
Autoregressive fractionally integrated moving average
Fractional-order control
Fractional-order integrator
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
SOME INEQUALITIES FOR THE GENERALIZED k-g-FRACTIONAL INTEGRALS OF FUNCTIONS UNDER COMPLEX BOUNDEDNESS CONDITIONS
S. Dragomir
,
S. Dragomir
2017
Corpus ID: 174782722
Let g be a strictly increasing function on (a, b) , having a continuous derivative g′ on (a, b) . For the Lebesgue integrable…
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2014
2014
A closed-form option pricing approximation formula for a fractional Heston model
E. Alòs
,
Yan Yang
2014
Corpus ID: 55534099
We present a method to develop simple option pricing approximation formulas for a fractional Heston model, where the volatility…
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2012
2012
A multilinear generalisation of the Hilbert transform and fractional integration.
Stefán Ingi Valdimarsson
2012
Corpus ID: 55785231
We study a multilinear analogue of the Hilbert transform. As can be expected, the finiteness of the form depends on cancellation…
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2012
2012
Systems of Singularly Perturbed Fractional Integral Equations II
A. Bijura
2012
Corpus ID: 7770045
The solution of a singularly perturbed nonlinear system fractional integral (differential) equations of order ς, 0 < ς < 1 is…
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2011
2011
GENERALIZED THEORY OF MICROPOLAR-FRACTIONAL-ORDERED THERMOELASTICITY WITH TWO-TEMPERATURE
S. Shaw
,
B. Mukhopadhyay
2011
Corpus ID: 2166952
In this paper, a new theory of generalized micropolar thermoelasticity is derived by using fractional calculus. The generalized…
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2009
2009
SOLUTION OF TWO DIMENSIONAL FRACTIONAL ORDER VOLTERRA INTEGRO-DIFFERENTIAL EQUATIONS
M. Mohammed
,
F. Fadhel
2009
Corpus ID: 55456850
In this paper, our aim is to study variational formulation and solutions of 2-dimensional integrodifferential equations of…
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1995
1995
The Hardy-Littlewood theorem on fractional integration for Laguerre series
Y. Kanjin
,
Enji Sato
1995
Corpus ID: 92992798
The Hardy-Littlewood theorem on fractional integration for Fourier series says that if Iag Zn#O tnl-ak(n)eint, then I, is bounded…
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1984
1984
Boundedness of fractional operators on ^{} spaces with different weights
E. Harboure
,
R. Macías
,
C. Segovia
1984
Corpus ID: 54195530
Let Ta be either the fractional integral operator ¡f(y)\x y\a~" dy, or the fractional maximal operator sup{/-"_"/|X._V|<r|/(y…
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1975
1975
On mikusinski's operators of fractional integration
A. Battig
,
S. Kalla
1975
Corpus ID: 118240305
In the field F of convolution quotients, b∝ is the operator of integration of fractional order ∝ and b∝ f Is the Riemann…
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1963
1963
SOME APPLICATIONS OF FRACTIONAL INTEGRATION
A. Erdélyi
1963
Corpus ID: 122718862
Abstract : Seeks to demonstrate the usefulness of fractional integrals in applied mathematics by presenting some of their…
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