Sentence examples for mathematical difficulties that from inspiring English sources

Exact(3)

(There are some technical mathematical difficulties that arise from the fact that some numbers have two representations.

Experiments having a continuum of possible outcomes for example, that of selecting a number at random from the interval [r, s] involve subtle mathematical difficulties that were not satisfactorily resolved until the 20th century.

Overbye does a very nice job of explaining the conceptual and mathematical difficulties that Einstein surmounted on his way to this goal; indeed, the scientific exposition in this book is almost as racy as the biographical bits.

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Supporters of the idea acknowledge the tremendous difficulties of trying to translate slippery estimates into a single mathematical factor, difficulties that perhaps help explain why there is little hope of consensus now on climate policy.

Because of the mathematical derivation difficulties that can arise in a geometrically and parametrically non-linear analytical solution, numerical methods are by far the most popular.

Neuro-functional studies indicate that mathematical difficulties involve abnormalities in the structure or the activity of the parietal lobes, mostly the intraparietal sulcus.

The mathematical difficulties of the problem are associated with the fact that the governing equation changes its type from elliptic (subsonic flow) to hyperbolic (supersonic flow).

It turns out that delayed neural fields equations feature some interesting mathematical difficulties.

The modeling of slow-scale fading as a log-normal distribution (that is, a zero-mean Gaussian in dB scale) raises mathematical difficulties, as shown in (12).

Mathematical difficulties make the exact solution unattainable, sometimes leading to computational searches for a single network that, although optimal in some sense, may have very low posterior probability.

The previous mathematical difficulties were overcome by Richard Feynman, Julian Schwinger, and Tomonaga Shin'ichirō, who shared the 1965 Nobel Prize for Physics, and Freeman Dyson, who showed that their various approaches were mathematically identical.

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