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通用代数建模系统(GAMS)是数学编程和优化的建模系统。它由一个语言编译器和一个稳定的集成各种高性能的求解器组成。GAMS适用于复杂的、大规模的建模应用,并允许您创建大的维护模型以很快的适应新的情况。
专注建模
GAMS允许用户在某种程度上,用跟数学描述非常相似的方式来制定数学模型。看一下这些例子就能说明GAMS模型的基本结构和特征以及与数学表达式的关系。GAMS让用户专注建模,通过要求简洁和的实体和关系规范,鼓励良好的建模习惯。GAMS语言与通用编程语言形式相似,因此对于有编程经验的人来说是熟悉的。由于模型的制定方式在某种程度上与它的数学描述类似,所以不仅是程序员,实际领域的也能理解和维护。GAMS专注于建模并且允许做所有相关的事。
陈述性知识和程序性要素的平衡混合,允许用户在GAMS中构建复杂的算法甚至实现分解方法。尤其是解决异常问题的模型,以及随之而来的性能问题。
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Structure of a GAMS Model
For the remainder of the tutorial, we will discuss the basic components of a GAMS model, with reference to the example
above. The basic components are listed in table Table 2.
Table 2: The basic components of a GAMS model
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User Interface
Portability concerns also have implications for the user interface. The basic GAMS system is file-oriented, and no special
editor or graphical input and output routines exist. Rather than burden the user with having to learn yet another set of editing
commands, GAMS offers an open architecture in which each user can use his word processor or editor of choice. This basic
user interface facilitates the integration of GAMS with a variety of existing and future user environments.
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Model Library
When architects begin to design a new building, they develop the new structure by using ideas and techniques that have been
tested in previous structures. The same is true in other fields: design elements from previous projects serve as sources of
ideas for new developments.
From the early stages of the development of GAMS we have collected models to be used in a library of examples. Many of
these are standard textbook examples and can be used in classes on problem formulation or to illustrate points about GAMS.
Others are models that have been used in policy or sector analysis and are interesting for both the methods and the data they
use. All the substantive models in the library are described in the open literature. A collection of models is now included
with all GAMS systems, along with a database to help users locate examples that cover countries, sectors, or topics of interest
to them.
The syntax used to introduce features in the various chapters are presented using the Backus-Naur form (BNF) notation
where:
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