A covering a > b in a lattice is called a singular cover if a is join irreducible and b is meet irreducible. A classification of the singular covers which occur in free lattices is given. AMS (MOS) subject classification (1980). 06B25.
Singularity-free static lattice energy minimization
β Scribed by Griewank, A. O.; Markey, B. R.; Evans, D. J.
- Book ID
- 125527096
- Publisher
- American Institute of Physics
- Year
- 1979
- Tongue
- English
- Weight
- 676 KB
- Volume
- 71
- Category
- Article
- ISSN
- 0021-9606
- DOI
- 10.1063/1.438733
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π SIMILAR VOLUMES
Suppose β¦ is a Lipschitz domain in R n , n β₯ 2, g : ββ¦ β S n-1 is a Lipschitz map of degree d, and, for each p β [n -1, n), u p : β¦ β S n-1 is a p-energy minimizing map with u p | ββ¦ = g. Then, for d = 0, u p necessarily has singularities, and Here we discuss the behavior of u p and its singulariti
1], sonar [2], geophysics [3], biomedical signal pro-Kiernan, P., Two-Dimensional Spectral Estimation by cessing [4], radar [5], and radio astronomy [6]. As Free Energy Minimization, Digital Signal Processing 6 stated in [7], ''the operation of spectral analysis (1996), 160-168. arises in many field