Volume 3 no 1 – 2011, Annals Series on Mathematics on Its Application



ISSN PRINT 2066 – 5997      ISSN ONLINE 2066 – 6594   

                 

Editorial Board | Instructions for authors | Example | The Prize Dimitrie Pompeiu  |    


Cover1-4

Article                IN MEMORIAM ADELINA GEORGESCU (25.04.1942 – 01.05.2010)

 

Abs.Article Petre Bazavan
ATTRACTORS OF THE PERIODICALLY FORCED RAYLEIGH SYSTEM

 

Abs.Article Ilie Burdujan
THE FLOW OF A PARTICULAR CLASS OF OLDROYD-B FLUIDS

 

Abs.Article Mitrofan M. Choban, Laurentiu I. Calmutchi
FIXED POINTS THEOREMS IN MULTI-METRIC SPACES

 

Abs.Article Rodica Curtu
FOLDED SADDLE-NODES AND THEIR NORMAL FORM REDUCTION IN A NEURONAL RATE MODEL

 

Abs.Article Vasile Dragan, Toader Morozan, Adrian–Mihail Stoica
H2 OPTIMAL CONTROLLERS FOR A LARGE CLASS OF LINEAR STOCHASTIC SYSTEMS WITH PERIODIC COEFFICIENTS

 

Abs.Article Adelina Georgescu, Lidia Palese
ON THE NONLINEAR STABILITY OF A BINARY MIXTURE WITH CHEMICAL SURFACE REACTIONS

 

Abs.Article Adelina Georgescu, Liliana Restuccia
AN APPLICATION OF DOUBLE-SCALE METHOD TO THE STUDY OF NON-LINEAR DISSIPATIVE WAVES IN JEFFREYS MEDIA

 

Abs.Article Raluca Mihaela Georgescu, Simona Cristina Nartea
FINITE SINGULARITIES OF TOTAL MULTIPLICITY FOUR FOR A PARTICULAR SYSTEM WITH TWO PARAMETERS

 

Abs.Article Stelian Ion, Anca Veronica Ion
A FINITE VOLUME METHOD FOR SOLVING GENERALIZED NAVIER-STOKES EQUATIONS

 

Abs.Article Liviu Ixaru
APPROXIMATION FORMULAE GENERATED BY EXPONENTIAL FITTING

 

Abs.Article Maria Paola Mazzeo, Liliana Restuccia
MATERIAL ELEMENT MODEL FOR EXTRINSIC SEMICONDUCTORS WITH DEFECTS OF DISLOCATION

 

Abs.Article Constantin P. Niculescu
A NEW LOOK AT THE LYAPUNOV INEQUALITY

 

Abs.Article Nicolae Suciu, Calin Vamos, Harry Vereecken, Peter Knabner
GLOBAL RANDOM WALK SIMULATIONS FOR SENSITIVITY AND UNCERTAINTY ANALYSIS OF PASSIVE TRANSPORT MODELS

 

Abs.Article Laura Ungureanu
DEGENERATED HOPF BIFURCATIONS IN A MATHEMATICAL MODEL OF ECONOMICAL DYNAMICS

 

Abs.Article Serban Vlad
UNIVERSAL REGULAR AUTONOMOUS ASYNCHRONOUS SYSTEMS: ω-LIMIT SETS, INVARIANCE AND BASINS OF ATTRACTION