lacunal
lacunary , auch: lacunate , auch: lacunose

The loreal pit is bordered by lacunal scales.

What concerned me was the two-hour tune lapse or spell of lacunal amnesia which apparently took place.

Lacunal amnesia, loss of the memory of specific incidents or moments in time, is a common part of the phenomenon.

Lacunal scales are those scales that form the inner border of the loreal pit in crotaline snakes.

They rarely report their sighting, either because the accompanying hallucination was so bizarre or so terrifying, or because they simply had no memory of the entire event; they suffered lacunal amnesia.

The final part of the text has been transmitted in a lacunary form.

Note, for example, that 0 is the only lacunary value of the complex exponential function.

Consider the lacunary function defined by a simple power series:

This led him to the investigations of lacunary polynomials over finite fields, which he eventually published in a book.

Thus lacunary sequences are 'canonical' examples of "bad universal sequences".

Whatever they slipped us last night has hit us both with a lacunary retrograde amnesia-a gap in our memories-and it could be serious.

Bellow showed that every lacunary sequence of integers is in fact a "bad universal sequence" in L1.

The two Picard theorems limit the number of possible lacunary values of certain types of holomorphic functions.

The first known examples of lacunary functions involved Taylor series with large gaps, or lacunae, between the non-zero coefficients of their expansions.

The Chebotaryov theorem on roots of unity was originally a conjecture made by Ostrowski in the context of lacunary series.

The Dawson structure, XMO, is made up of two Keggin lacunary fragment with 3 missing octahedra.

What is not so evident is that the gaps between the powers of "z" can expand much more slowly, and the resulting series will still define a lacunary function.

Greater insight into the underlying question that motivates the investigation of lacunary power series and lacunary trigonometric series can be gained by re-examining the simple example above.

In fact his direction was very different, as his publications show, with an interest in Dirichlet series, lacunary series, entire functions and other major topics in complex analysis and harmonic analysis.

More specifically, given a subset X of the complex plane C and a function f:X C, a complex number z is called a lacunary value of f if z image(f).

In mathematics, more precisely in complex analysis, a lacunary value of a complex-valued function defined on a subset of the complex plane is a complex number which is not in the image of the function.

The structure of some POM's are derived from a larger POM's structure by removing one or more addenda atoms and their attendant oxide ions, giving a defective structure called a lacunary structure.

Here the "lacunary part" is defined as the sum of all monomials in P which contain only a proper subset of the n variables X, ..., X, i.e., where at least one variable X is missing.

In analysis, a lacunary function, also known as a lacunary series, is an analytic function that cannot be analytically continued anywhere outside the radius of convergence within which it is defined by a power series.

( with M. Akcoglu, R. Jones, V. Losert, K. Reinhold-Larsson and M. Wierdl ), The strong sweeping out property for lacunary sequences, Riemann sums, convolution powers and related matters, Ergodic Th.