Примери за използване на Mathematical description на Английски и техните преводи на Български
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Mathematical description of turbulent flows.
He wanted a complete mathematical description of a black hole.
A mathematical description of wave propagation in a birefringent medium is presented below.
We have all this contending mathematical descriptions of a possible worlds.
Would they now even dare to reject the possibility of such phenomena on the basis of an incomplete mathematical description?
The first law of thermodynamics is a mathematical description of energy, known as conservation of energy.
If both of these theories were true,then they should be able to be used together to give a mathematical description of the electron.
These models are mathematical descriptions of how muscles, bones and joints act and interact during movement.
A PhD in Mathematical Modeling could explore the development process of mathematical descriptions, or models of real-world systems.
Nambu formulated a mathematical description of spontaneous broken symmetry into particle physics in 1960.
Advanced LIGO began to record the skies in the fall 2015, a century after Einstein published his mathematical description of gravitational waves.
I give a mathematical description to figure out the probability of arrival of electrons under any circumstances, and so on.
We combine these imaging and robotic data to build a mathematical description of my biological limb, shown on the left.
Nambu first developed a mathematical description of spontaneous broken symmetry in elementary particle physics back in 1960.
This scientific method involves the study of the object through the construction of mathematical descriptions, followed by transfer to the original of the information.
The holographic principle asserts that a mathematical description of the universe actually requires one fewer dimension than it seems.
His studies of the wave function led to the replacement of the original quantum theory, which regarded electrons as particles,with an essentially mathematical description representing their observed behavior more accurately.
The“holographic principle” proposes that a mathematical description of the universe in fact needs one fewer dimensions than it appears.
Because I assume the general validity of Einstein's gravitational equations(excepting his"cosmological constant" and the case of light in free space),it follows that I assume Einstein's formulation of the gravitational"warpage" of spacetime must be a mathematical description of the conversion of space to time(his"covariance" of space and time).
According to the"holographic principle," a mathematical description of the universe actually requires one fewer dimensions than it seems.
His treatment replaced the original quantum theory,which regarded electrons as particles, with a mathematical description representing their observed behaviour more accurately.
According to the‘holographic principle', a mathematical description of the universe actually needs one less dimension than one would expect.
While the idea of another universe existing prior to the Big Bang has been proposed before, he adds,this is the first mathematical description that systematically establishes its existence and deduces its space-time geometry.
In two important papers in 1826,Ohm gave a mathematical description of conduction in circuits modeled on Fourier's study of heat conduction.
Naturally, it is possible to add here also the methods by which a mathematical description of this or that process is made, but it can take quite a long time.
As early as 1960, Yoichiro Nambu formulated his mathematical description of spontaneous broken symmetry in elementary particle physics.
In 1873, he published"A Treatise on Electricity and Magnetism",which contained a full mathematical description of the behaviour of electric and magnetic fields, still known as Maxwell's equations.
The mathematical theory of probability arose from attempts to formulate mathematical descriptions of chance events, originally in the context of gambling but soon in connection with situations of interest in physics.
In this memoir Poincaré gave the first description of homoclinic points,gave the first mathematical description of chaotic motion, and was the first to make major use of the idea of invariant integrals.
While the general idea of another universe existing prior to the Big Bang has been proposed before,this is the first mathematical description that systematically establishes its existence and deduces properties of space-time geometry in that universe.