Maria Emelianenko | Academic Influence

Maria Emelianenko's AcademicInfluence.com Rankings

Maria Emelianenko

Mathematics

#4035

World Rank

#5815

Historical Rank

Measure Theory

#4281

World Rank

#5044

Historical Rank

mathematics Degrees

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Mathematics

Maria Emelianenko's Degrees

PhD Mathematics Princeton University
Masters Mathematics Moscow State University
Bachelors Mathematics Moscow State University

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Why Is Maria Emelianenko Influential?

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According to Wikipedia, Maria Emelianenko is a Russian-American applied mathematician and materials scientist known for her work in numerical algorithms, scientific computing, grain growth, and centroidal Voronoi tessellations. She is a professor of mathematical sciences at George Mason University.

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Maria Emelianenko's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Convergence of the Lloyd Algorithm for Computing Centroidal Voronoi Tessellations (2006) (293)
CALPHAD : Computer Coupling of Phase Diagrams and Thermochemistry (2014) (83)
Acceleration schemes for computing centroidal Voronoi tessellations (2006) (81)
Critical events, entropy, and the grain boundary character distribution (2011) (46)
Nondegeneracy and Weak Global Convergence of the Lloyd Algorithm in Rd (2008) (42)
A new algorithm for the automation of phase diagram calculation (2006) (25)
Uniform Convergence of a Nonlinear Energy-Based Multilevel Quantization Scheme (2008) (23)
Towards a Statistical Theory of Texture Evolution in Polycrystals (2008) (21)
An entropy based theory of the grain boundary character distribution (2011) (20)
Estimation of rate constants in nonlinear reactions involving chemical inactivation of oxidation catalysts (2014) (17)
Numerical Analysis of the Vertex Models for Simulating Grain Boundary Networks (2014) (14)
An improved sampling strategy for global energy minimization of multi-component systems (2017) (11)
PERIODIC CENTROIDAL VORONOI TESSELLATIONS (2012) (11)
Truncated Newton-Based Multigrid Algorithm for Centroidal Voronoi Diagram Calculation (2012) (10)
Geometric growth and character development in large metastable networks (2008) (9)
On a statistical theory of critical events in microstructural evolution (2007) (8)
Predictive Theory for the Grain Boundary Character Distribution (2012) (8)
Centroidal Voronoi Tessellation Based Methods for Optimal Rain Gauge Location Prediction (2019) (8)
Ideal Point Distributions , Best Mode Selections and Optimal Spatial Partitions via Centroidal Voronoi Tessellations ∗ (2005) (6)
Pricing in next generation networks: a queuing model to guarantee QoS (2003) (6)
Uniform Convergence of a Multilevel Energy-based Quantization Scheme (2005) (6)
Set based framework for Gibbs energy minimization (2015) (5)
Differences in Transcriptional Dynamics Between T-cells and Macrophages as Determined by a Three-State Mathematical Model (2020) (5)
An efficient algorithm for systematic analysis of nucleotide strings suitable for siRNA design (2011) (4)
A Theory and Challenges for Coarsening in Microstructure (2013) (3)
MATERIALS MICROSTRUCTURES: ENTROPY AND CURVATURE-DRIVEN COARSENING (2013) (3)
On efficiency of critical-component method for solving degenerate and ill-posed systems of linear algebraic equations (3)
SWAP test for an arbitrary number of quantum states (2021) (3)
A Boltzmann-type kinetic model for misorientation distribution functions in two-dimensional fiber-texture polycrystalline grain growth (2016) (2)
TEXTURE EVOLUTION VIA CONTINUOUS TIME RANDOM WALK THEORY (2006) (2)
Evolution of two-dimensional grain boundary networks implemented in GPU (2019) (2)
Mathematical Challenges in Measuring Variability Patterns for Precipitation Analysis (2019) (2)
On efficiency of critical-component method for solving singular and ill-posed systems of linear algebraic equations (2001) (2)
A kinetic approach to modeling general-texture evolution in two-dimensional polycrystalline grain growth (2016) (2)
A vertex model of recrystallization with stored energy implemented in GPU (2019) (2)
Recent Developments in Material Microstructure: a Theory of Coarsening (2015) (1)
Continuous Time Random Walk Based Theory for a One-Dimensional Coarsening Model (2016) (1)
Biological networks with singular Jacobians: their origins and adaptation criteria (2021) (1)
TOWARDS A STATISTICAL THEORY OF TEXTURE EVOLUTION (2007) (1)
Generalized Master Equations for Random Walks with Time-Dependent Jump Sizes (2018) (1)
The role of topology in microstructure-property relations: a 2D DEM based study (2017) (1)
Multilevel and adaptive methods for some nonlinear optimization problems (2005) (1)
Heterogeneous Off-Target Effects of Ultra-Low Dose Dimethyl Sulfoxide (DMSO) on Targetable Signaling Events in Lung Cancer In Vitro Models (2021) (1)
Differences in Transcriptional Dynamics Between T-cells and Macrophages as Determined by a Three-State Mathematical Model (2020) (0)
On Formats of the Representation of Real Numbers and Algorithm for Automatic Declaration of Constants of the Computer Real Arithmetic (2002) (0)
Characterizing Transcriptional Dynamics of HIV-1 in T-cells and Macrophages Using a Three-State LTR Model (2021) (0)
On formats of real numbers representation and algorithm for automatical determination of constants of computer numerical arithmetics (2000) (0)
Mathematical analysis and potential therapeutic implications of a novel HIV-1 model of basal and activated transcription in T-cells and macrophages (2020) (0)
MATERIALS MICROSTRUCTURES : ENTROPY AND CURVATURE-DRIVEN COARSENING (Nonlinear Partial Differential Equations, Dynamical Systems and Their Applications) (2014) (0)
2. Mathematical Modeling of Complex Systems 2.1 Materials Science Applications (2006) (0)
A Multilevel Energy-based Quantization 1Scheme (2007) (0)

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What Schools Are Affiliated With Maria Emelianenko?

Maria Emelianenko is affiliated with the following schools: