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8846 result(s) found
Stable and Robust Numerical Methods for Plasma Flow Equations

The project is trying to find stable and robust numerical methods for plasma flow equations.

Section: Mathematical Sciences (Research Project)
Stable numerical schemes for Relativistic fluid & plasma flows

Section: Mathematical Sciences (Research Project)
State estimation & fault diagnosis for differential-Algebraic nonlinear control systems

Section: Mathematical Sciences (Research Project)
Statistical Analysis of the Selected Treatment using Drop-the-Losers Designs

Two-stage drop-the-losers design (DLD) is a statistical technique used in clinical trials to evaluate the effectiveness of active treatments. It consists of two stages: Stage I, which identifies less promising treatments, and Stage II, which includes

Section: Mathematical Sciences (Research Project)
Statistical inference procedures for bivariate copula entropy

Section: Mathematical Sciences (Research Project)
Stiff polymer confined in vesicle: The case of sickle red blood cell

Section: Mathematical Sciences (Research Project)
Stochastic models for chronic Myeloid Leukemia

Section: Mathematical Sciences (Research Project)
Stochastic thermodynamics of active particles & fields

Section: Mathematical Sciences (Research Project)
String geometry & phenomenology

Section: Mathematical Sciences (Research Project)
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