ICFDA 2024 International Conference on
Fractional Differentiation and its Applications
9-12 July 2024. Bordeaux, France
  
Program at a Glance    Tuesday    Wednesday    Thursday    Friday    Author Index    Keyword Index    My Program  

Last updated on July 23, 2024. This conference program is tentative and subject to change

ICFDA 2024 Keyword Index

A   B   C   E   F   H   I   M   N   O   P   R   S   T   V  

ATop
Artificial IntelligenceFrA01.1, FrA01.2, FrA01.3
Automatic Control & StabilityFrA01.1, FrA02.1, FrA02.3, FrA02.4, FrA03.2, ThA01.1, ThA01.2, ThA01.3, ThA03.1, ThA03.2, ThA03.3, ThA03.4, ThA03.5, ThA03.6, ThA04.1, ThA04.2, ThB02.1, ThB02.2, ThB02.3, ThB02.4, ThB02.5, ThB02.6, ThDS.1, ThDS.2, ThDS.7, WeA02.1, WeB01.1, WeB01.2, WeB01.3, WeB01.4, WeB01.5, WeB01.6
BTop
Biology & BiomedicineWeA01.4, WeA02.1, WeA02.2, WeA02.3, WeA02.4, WeA02.5
CTop
Chirp;FrPL.1
CO2 concentrationWeP1L.1
COVID-19 spreading predictionWeP1L.1
ETop
Earth ScienceThB03.3
Electrical Engineering & ElectromagnetismFrA02.6, ThA01.5, WeB01.1
ElectrochemistryThA01.2, WeA01.5
EpidemicsFrA01.2, WeA02.3, WeA02.4
FTop
Finance and EconomicsFrA02.5, FrA03.1
Fox H FormWeP2L.1
FPM modelWeP1L.1
Fractional differentiationFrPL.1
Fractional integro-differentiationWeP2L.1
Fractional power model (FPM)WeP1L.1
HTop
History of Fractional-Order CalculusThA01.1, ThB01.1, ThB01.2, ThB01.3, ThB01.4, WeA02.5, WeB02.1, WeB02.2, WeB02.3, WeB02.4, WeB02.5
ITop
Image ProcessingFrA03.3, FrA03.4
MTop
Mathematical methodsFrA01.2, FrA01.3, FrA02.1, FrA02.4, FrA02.5, FrA03.1, ThA01.2, ThA02.1, ThA02.2, ThA02.3, ThA02.4, ThA02.5, ThA02.6, ThA03.1, ThA03.2, ThA03.4, ThA03.5, ThA04.1, ThA04.2, ThA04.3, ThA04.4, ThA04.5, ThA04.6, ThB01.1, ThB01.2, ThB01.3, ThB03.1, ThB03.2, ThB03.3, ThB04.1, ThB04.2, ThB04.3, ThB04.4, ThB04.5, ThB04.6, WeA01.1, WeA01.2, WeA02.3, WeA02.4, WeA03.1, WeA03.2, WeA03.3, WeA03.4, WeA03.5, WeA03.6, WeB01.2, WeB01.3, WeB01.5, WeB02.1, WeB02.2, WeB02.3, WeB02.4, WeB03.1, WeB03.2, WeB03.3
Mechanics & ViscoelasticityThB03.1, ThB03.2, ThB03.3, ThB03.4, ThB03.5, ThB03.6, ThDS.7
MechatronicsThDS.2
Meijer G FormWeP2L.1
NTop
Non-integer differentiationWeP1L.1
Non-integer integrationWeP1L.1
Non-integer power of timeWeP1L.1
Numerical approximationThPL.1
OTop
One-dimensional integral transformWeP2L.1
Oscillating singularityFrPL.1
OthersThA04.3, ThB01.4, ThB02.1, ThB03.5, ThB04.2, ThB04.3, ThB04.4, WeB01.6, WeB02.2
PTop
PhysicsThB03.4, ThB03.5, WeB02.1, WeB03.1, WeB03.2, WeB03.3
Predictive form with long memoryWeP1L.1
RTop
Riemann-Liouville integral, diffusive representation, infinite state representation, Laplace transform, admissible transformationThPL.1
RoboticsThDS.1, ThDS.3, ThDS.4, ThDS.5, WeB01.4
STop
Signal ProcessingFrA03.1, FrA03.2, ThA01.4, WeA01.6, WeA02.2
Singularities Analysis and Integral RepresentationsFrA02.2, ThA02.2, ThA02.3, ThA02.4, ThA02.6, ThB01.2, ThB04.5, ThB04.6
Special FunctionsFrA02.5, ThA02.2, ThA02.3, ThA02.4, ThA02.5, ThA02.6, ThB01.1, ThB04.3, ThB04.4, WeB02.4, WeB02.5
System Analysis & DynamicsFrA02.3, FrA02.4, ThA01.5, ThA02.5, ThA03.2, ThA03.3, ThA03.4, ThA03.6, ThA04.1, ThA04.4, ThB02.1, ThB02.2, ThB02.3, ThB02.4, ThB04.2, ThDS.2, ThDS.5, ThDS.7, WeA01.1, WeA01.2, WeA02.6, WeB01.3, WeB01.6, WeB02.5, WeB03.1
System identification & ModelingFrA02.1, FrA02.3, FrA02.6, ThA01.1, ThA01.3, ThA01.4, ThA01.5, ThA01.6, ThA03.6, ThB01.3, ThDS.3, ThDS.4, ThDS.5, ThDS.6, WeA01.1, WeA01.2, WeA01.3, WeA01.4, WeA01.5, WeA01.6, WeA02.1, WeA02.2, WeA02.5, WeA02.6, WeB01.5
TTop
Thermal EngineeringThA01.6, WeA01.4
VTop
Variational PrinciplesFrA01.1

 
 

 
 

 

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