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Free software portal; Mathematics portal; This category is for software for performing mathematical tasks which is distributed as free software — that is to say that the source code must be available and re-usable under a free software license
[1] Mathematics is essential in the natural sciences, engineering, medicine, finance, computer science, and the social sciences. Although mathematics is extensively used for modeling phenomena, the fundamental truths of mathematics are independent of any scientific experimentation.
Let : be a function from a set to a set . If a set is a subset of , then the restriction of to is the function [1] |: given by | = for . Informally, the restriction of to is the same function as , but is only defined on .
The proprietary output can be exported to text or Microsoft Word, PDF, Excel, and other formats. Alternatively, output can be captured as data (using the OMS command), as text, tab-delimited text, PDF, XLS, HTML, XML, SPSS dataset or a variety of graphic image formats (JPEG, PNG, BMP and EMF). The SPSS logo used prior to the renaming in January ...
Download as PDF; Printable version; In other projects Wikidata item; Appearance. move to sidebar hide. 1/8 or 1 ⁄ 8 may refer to: January 8 ...
LTspice is a SPICE-based analog electronic circuit simulator computer software, produced by semiconductor manufacturer Analog Devices (originally by Linear Technology). [2] It is the most widely distributed and used SPICE software in the industry. [6]
The $2.5 million consists of$1.65 million in land acquisition funds and $850,000 in tax increment funds. Theeasement agreement is separating the commercial portion ofthe project from the residential component ofthe project. The easement agreement allows for the CRA to restrict the use ofthe commercial portion in perpetuity and helps to close ...
If −1 < x < 1 there are two possible values of y, one positive and one negative. For x = ± 1, these two values become both equal to 0. Otherwise, there is no possible value of y. This means that the equation defines two implicit functions with domain [−1, 1] and respective codomains [0, +∞) and (−∞, 0].