Descriptor English: | Programming, Linear | ||||
Descriptor Spanish: |
Programación Lineal
| ||||
Descriptor Portuguese: | Programação Linear | ||||
Descriptor French: | Programmation linéaire | ||||
Entry term(s): |
Linear Programming |
||||
Tree number(s): |
L01.906.394.748 |
||||
RDF Unique Identifier: | https://id.nlm.nih.gov/mesh/D011382 | ||||
Scope note: | A technique of operations research for solving certain kinds of problems involving many variables where a best value or set of best values is to be found. It is most likely to be feasible when the quantity to be optimized, sometimes called the objective function, can be stated as a mathematical expression in terms of the various activities within the system, and when this expression is simply proportional to the measure of the activities, i.e., is linear, and when all the restrictions are also linear. It is different from computer programming, although problems using linear programming techniques may be programmed on a computer. |
||||
Annotation: | IM |
||||
Allowable Qualifiers: |
CL classification EC economics ES ethics HI history LJ legislation & jurisprudence SD supply & distribution SN statistics & numerical data ST standards TD trends |
||||
Public MeSH Note: | 91; was see under OPERATIONS RESEARCH 1969-90; was see under OPERATIONS RESEARCH & PROGRAMMED INSTRUCTION 1966-68 |
||||
Online Note: | search OPERATIONS RESEARCH 1969-74 & OPERATIONS RESEARCH & PROGRAMMED INSTRUCTION 1966-68 |
||||
History Note: | 91(75); was see under OPERATIONS RESEARCH 1969-90; was see under OPERATIONS RESEARCH & PROGRAMMED INSTRUCTION 1966-68 |
||||
DeCS ID: | 11814 | ||||
Unique ID: | D011382 | ||||
Documents indexed in the Virtual Health Library (VHL): | Click here to access the VHL documents | ||||
Date Established: | 1991/01/01 | ||||
Date of Entry: | 1999/01/01 | ||||
Revision Date: | 2017/07/03 |
-
-
INFORMATION SCIENCE
Information Science [L01]Information Science
|
Programming, Linear
- Preferred
Concept UI |
M0017683 |
Scope note | A technique of operations research for solving certain kinds of problems involving many variables where a best value or set of best values is to be found. It is most likely to be feasible when the quantity to be optimized, sometimes called the objective function, can be stated as a mathematical expression in terms of the various activities within the system, and when this expression is simply proportional to the measure of the activities, i.e., is linear, and when all the restrictions are also linear. It is different from computer programming, although problems using linear programming techniques may be programmed on a computer. |
Preferred term | Programming, Linear |
Entry term(s) |
Linear Programming |
We want your feedback on the new DeCS / MeSH website
We invite you to complete a survey that will take no more than 3 minutes.
Go to survey