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lacunary

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The answer LACUNARY has 1 possible clue(s) in existing crosswords.

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Definitions of lacunary in various dictionaries:

adj - an empty space or missing part [n -NAE or -NAS] : LACUNAL, LACUNARY, LACUNATE

LACUNARY - In analysis, a lacunary function, also known as a lacunary series, is an analytic function that cannot be analytically continued anywhere outside the...

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Possible Crossword Clues
Relating to missing pieces

Last Seen in these Crosswords & Puzzles
Sep 8 2012 The Times - Concise

Possible Dictionary Clues
Of, pertaining to, or having characteristics of a lacuna
In analysis, a blacunaryb function, also known as a blacunaryb series, is an analytic function that cannot be analytically continued anywhere outside the radius of convergence within which it is bdefinedb by a power series. The word blacunaryb is derived from lacuna (pl. lacunae), meaning gap, or vacancy.
Having gaps or missing portions.

Lacunary might refer to
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. The word lacunary is derived from lacuna (pl. lacunae), meaning gap, or vacancy. * The first known examples of lacunary functions involved Taylor series with large gaps, or lacunae, between the non-zero coefficients of their expansions. More recent investigations have also focused attention on Fourier series with similar gaps between non-zero coefficients. There is a slight ambiguity in the modern usage of the term lacunary series, which may be used to refer to either Taylor series or Fourier series.

Lacunary might refer to

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. The word lacunary is derived from lacuna (pl. lacunae), meaning gap, or vacancy.
* The first known examples of lacunary functions involved Taylor series with large gaps, or lacunae, between the non-zero coefficients of their expansions. More recent investigations have also focused attention on Fourier series with similar gaps between non-zero coefficients. There is a slight ambiguity in the modern usage of the term lacunary series, which may be used to refer to either Taylor series or Fourier series.

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