[`fēz·ǝ·bǝl sǝ`lü·shǝn]
COMPUTER SCIENCE In linear programming, any set of values for the variables xj , j = 1, 2, ..., n, that (1) satisfy the set of restrictions
where the bi are numerical constants known collectively as the right-hand side and the aij are coefficients of the variables xj , and (2) satisfy the restrictions xj ≧ 0.
- Landé interval rule
- Landé splitting factor
- Landé Γ-permanence rule
- lane
- Lane-Emden equation
- Lane-Emden function
- Lane's law
- langbanite
- langbeinite
- Langerhans cell
- Langerhansian adenoma
- Lange's nerve
- Langevin-Debye formula
- Langevin-Debye law
- Langevin function
- Langevin ion
- Langevin ion-mobility theories
- Langevin ion-recombination theory
- Langevin radiation pressure
- Langevin theory of diamagnetism
- Langevin theory of paramagnetism
- langite
- lang lay
- langley
- Langmuir-Blodgett film