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The first experimental confirmation of the fractional kinetics containing the complex-power-law exponents: Dielectric measurements of polymerization reactions
Nigmatullin R., Arbuzov A., Salehli F., Giz A., Bayrak I., Catalgil-Giz H.
of the fractional kinetics containing non-integer complex-power-law exponents follows from the general theory
The first experimental confirmation of the fractional kinetics containing the complex-power-law exponents: Dielectric measurements of polymerization reactions
Nigmatullin R., Arbuzov A., Salehli F., Giz A., Bayrak I., Catalgil-Giz H.
of the fractional kinetics containing non-integer complex-power-law exponents follows from the general theory
Mesoscopic fractional kinetic equations versus a riemann-liouville integral type
Nigmatullin R., Trujillo J.
. These kinetic equations containing non integer integral and derivatives with real and complex exponents
Mesoscopic fractional kinetic equations versus a riemann-liouville integral type
Nigmatullin R., Trujillo J.
. These kinetic equations containing non integer integral and derivatives with real and complex exponents
Signal processing and recognition of true kinetic equations containing non-integer derivatives from raw dielectric data
Nigmatullin R., Osokin S.
in time domain to new type of kinetic equation containing non-integer (fractional) integrals
The justified data-curve fitting approach: Recognition of the new type of kinetic equations in fractional derivatives from analysis of raw dielectric data
Nigmatullin R., Osokin S., Smith G.
functions correspond, in the time-domain, to a new type of kinetic equation, which contains non-integer
The justified data-curve fitting approach: Recognition of the new type of kinetic equations in fractional derivatives from analysis of raw dielectric data
Nigmatullin R., Osokin S., Smith G.
functions correspond, in the time-domain, to a new type of kinetic equation, which contains non-integer
Signal processing and recognition of true kinetic equations containing non-integer derivatives from raw dielectric data
Nigmatullin R., Osokin S.
in time domain to new type of kinetic equation containing non-integer (fractional) integrals
Log-periodic corrections to the Cole-Cole expression in dielectric relaxation
Khamzin A., Nigmatullin R., Popov I.
. The derived kinetic equations contain integro-differential operators having non-integer order. They lead
Experimental confirmation of oscillating properties of the complex conductivity: Dielectric study of polymerization/vitrification reaction
Nigmatullin R., Arbuzov A., Salehli F., Giz A., Catalgil-Giz H.
Clear evidence of the existence of fractional kinetics containing the complex power-law exponents

Страница 2 из 6991

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