# density approximationの例文

local density approximation

For the exchange energy, the exact result ( not just for local density approximations ) is known in terms of the spin-unpolarized functional: In solid state calculations, the local density......

accurate approximation

So, obtaining an accurate approximation of is important in the calculation. Rather accurate approximations of sines are obtained after few iterations. These were the most accurate approxim......

acoustic approximation

A fundamental principle in the field of acoustics, the acoustic approximation states that an acoustic wave is created by a small, adiabatic, pressure ripple riding on a comparatively large......

adiabatic approximation

But we know that in this case we can use the adiabatic approximation. The validity of this approximation holds as long as the adiabatic approximation holds. This is referred to as the adia......

affine approximation

"Linear cryptanalysis " is a form of cryptanalysis based on finding affine approximations to the action of a cipher. The derivative of the map assigns to the point " x " the linear part of......

amplitude approximation

The small-amplitude approximation for the Sine Gordon equation corresponds with the value \ sigma =-\ tfrac { 1 } { 24 }.

analog approximation

These bandwidth requirements are important in digital electronics, where finite-bandwidth analog approximations to square-wave-like waveforms are used . ( The ringing transients are an imp......

analytic approximation

There are many other smooth, analytic approximations to the step function. The RPSM is an analytic approximation method designed for the computer era with the goal of computing with functi......

analytical approximation

BACPAC uses analytical approximations for system properties such as delay and interconnect requirements. The analytical approximation theory is often employed provisionally, since its accu......

anelastic approximation

His best known works from this period include the a criterion for the inhibition of convection by magnetic fields in stars, the application of the anelastic approximation to stellar atmosp......

approximation

Readers will vote on the closest approximation to the desired style. "Kamuela " is the Hawaiian approximation of Samuel. The epoxy flies also allow more realistic approximations of actual ......

approximation algorithm

It can also be converted to an approximation algorithm to run faster. This allows several results about the hardness of approximation algorithms to be proven. Many approximation algorithms......

approximation algorithms

It can also be converted to an approximation algorithm to run faster. This allows several results about the hardness of approximation algorithms to be proven. Many approximation algorithms......

approximation by polynomial

It gives the complete solution of the classical problem of approximation by polynomials. Mergelyan also has many important results in other areas of complex analysis including the theory o......

approximation coefficient

The outputs giving the detail coefficients ( from the high-pass filter ) and approximation coefficients ( from the low-pass ). This decomposition is repeated to further increase the freque......

approximation curve

In 3 dimensions, self-avoiding approximation curves can even contain knots. A space-filling curve can be ( everywhere ) self-crossing if its approximation curves are self-crossing. Approxi......

approximation error

where " a " is a bias for adjusting the approximation errors. Approximation error is common to all measurements. The choice of windowing function will affect the approximation error relati......

approximation exponent

The discrepancy can be bounded by the approximation exponent of \ alpha. If the approximation exponent is \ mu, then for any \ varepsilon > 0, the following bound holds: Roth's theorem sta......

approximation formula

Barone-Adesi and Whaley is a further approximation formula. These give Bhaskara I's sine approximation formula. In his situation, we have the approximation formula Look up Simpsons rule as......

approximation function

Through the summation of this approximation function over the non-trivial zeros on the line with real portion 1 / 2, he gave an exact, " explicit formula " for \ pi ( x ).

approximation in algebraic groups

V . I . Chernousov ( 1989 ) removed this restriction, by proving the Hasse principle for the resistant " E " 8 case ( see strong approximation in algebraic groups ), thus completing the pr......

approximation method

In this work Gauss used comprehensive approximation methods which he created for that purpose. This is further compounded by the use of different approximation methods in different countri......

approximation methods

In this work Gauss used comprehensive approximation methods which he created for that purpose. This is further compounded by the use of different approximation methods in different countri......

approximation model

Neural networks also started to be used as a general function approximation model. A more recent expression of rapid prototyping is SAM ( successive approximation model ). One can use the ......

approximation of

"Kamuela " is the Hawaiian approximation of Samuel. The epoxy flies also allow more realistic approximations of actual baitfish. Yet an approximation of a documentary is what Scott has ach......