Examples of using Differential equations in English and their translations into Vietnamese
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If author YYY wrote an article on partial differential equations using techniques from amenable group, this doesn't imply that other specialists in his field know any group theory.
mathematical problems such as root-finding, integration, the solution of ordinary differential equations and the approximation/evaluation of special functions.
a major impact on the fields of differential geometry, algebraic geometry, dynamical systems and partial differential equations in the large, and several complex variables.
In mathematics, stability theory addresses the stability of solutions of differential equations and of trajectories of dynamical systems under small perturbations of initial conditions.
such as Partial Differential Equations or Functional Evaluation.
Besides information, most schools also focus too much on providing pupils with a set of predetermined skills such as solving differential equations, writing computer code in C++, identifying chemicals in a test tube, or conversing in Chinese.
for solving differential equations of mathematical physics and then reporting the
Additionally to that, you can be sure that, once you finish this differential equations course, you will have a much broader and deeper understanding of the concept of differential equations(provided you put in the work, of course).
because there are 3N coupled second order differential equations in the position coordinates and multipliers, plus C constraint equations. .
Alessio Figalli(Italian:; born 2 April 1984) is an Italian mathematician working primarily on calculus of variations and partial differential equations.
Belgian"for their brilliant and groundbreaking work in harmonic analysis, partial differential equations, ergodic theory,
kids and focuses on theories regarding partial differential equations, algebraic combinatorics,
When modeling the weather, ocean circulation, or the climate, partial differential equations are used to describe the evolution of these systems over time.
Sophie Kovalevskaya a Russion mathematician responsible for important original contributions to analysis, differential equations and mechanics, and was the first woman appointed to a full professorship in Northern Europe.
Besides information, most schools also focus too much on providing pupils with a set of predetermined skills such as solving differential equations, writing computer code in C++, identifying chemicals in a test tube,
In addition to the university courses in analytical mathematics, differential equations, and probability theory, he was also active in preparing syllabi
Typical differential equations of linear time-invariant systems are well adapted to analysis using the Laplace transform in the continuous case, and the Z-transform in the discrete case(especially in computer implementations).
Louis Nirenberg"For his role in the formulation of the modern theory of non-linear elliptic partial differential equations and for mentoring numerous students and post-docs in this area".[3].
major Russian female mathematician, responsible for important original contributions to analysis, differential equations and mechanics, and the first woman appointed to a full professorship in Northern Europe.
is a technique for solving partial differential equations(PDEs) in which all but one dimension is discretized.