Communications in Mathematical Analysis
Last Updated on Saturday, 02 February 2013
COMMUNICATIONS IN MATHEMATICAL ANALYSIS
Real & Complex Analysis
Partial Differential Equations
These wide areas include for example: Global Analysis; Stochastic Analysis; p-adic Analysis; Summability Theory; Dynamic Equations on Time Scales; Fluid Mechanics; Convex & Non-Smooth Analysis; Control Theory & Optimization; Fractional Differential Equations & Dynamics; Complex Dynamics; Theory of Chaos; Fractals; Inequalities; Fourier Analysis; Wavelets & Approximation Theory; Decidability of Dimension-Groups; Spectral-Tile Duality; Scaling Algorithms; Special Functions; Approximation Theory; Fixed Point Theory; Coding; Game Theory; Kolmogorov Complexity; Mathematical Physics, Mathematical Biology, and diverse applications.
Communication in Mathematical Analysis is indexed and abstracted among others by:
Communications in Mathematical Analysis is in partnership with PROJECT EUCLID (Cornell University Library and Duke University Press).
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