Sentence examples for described the impulse from inspiring English sources

On another occasion, Einstein described the impulse to grapple with his problems as "a demoniac possession," needing no stimulation from conscious effort of the will.

In an essay quoted on the academy's Web site, Mr. Levine, now 85, described the impulse to put his experiences on the assembly line into verse.

The term was then used to describe the impulse to buy more and more expensive products; today it could be applied — in the literal sense — to the obsessive collection of "miles".

"One of the things about the museum's identity," he says, describing the impulse behind the exhibition, "is to say that there's some coherent intellectual reason why we show art of the end of the 19th century and collect art of the end of the 20th.

Making normal campaign speeches is her job, but she was also describing the impulse that many Americans might have to just go about their normal jobs and pretend that this ugly moment isn't happening, that this is indeed just a bad dream.

Marin Sawa, a London-based architect who manipulates the color of micro algae in flexible tubes to create a kind of living textile, describes the impulse to shield her samples from the destructive forces of a living space as "reverse thinking".

Simple equations are developed to describe the impulse response.

Analytical models capture physical wave propagation and antenna configuration simultaneously by describing the impulse response (equivalently, the transfer function) between the antenna arrays at both link ends.

As a sample-to-sample comparison of the acquired and simulated impulse responses is not very informative, we compared some parameters that describe the impulse response, which can be readily derived from the simulated and measured impulse responses.

For instance, a kernel can be given by a simple function, such as Gaussian, or by so-called PSF, a function that describes the impulse response of an imaging system to a point source [[3], pp. 205-207].

As the linear operator A in our contribution is limited to a linear time-invariant filter, it can equivalently be described by a convolution (A[!x_{k}]=sum _{m=0}^{P} a_{m}x_{k-m}) with the coefficients a m describing the impulse response of the filter.