The phrase "a source of applications" is correct and usable in written English.
It can be used when referring to something that provides or generates various applications, such as software or ideas.
Example: "The new software development kit serves as a source of applications for developers looking to create innovative solutions."
Alternatives: "a provider of applications" or "a generator of applications".
Many applications are submitted to political parties, who forward them on to the AEC, but political parties have declined slightly as a source of applications in 2016.
Today the opposite is true.More of the things that people want to do with computers now use the internet rather than a hard drive as a source of applications or to store data.
"We've got the b2c component where we're trying to encourage ordinary users to look at this for a source of applications and a lot of that will be done through third-party developers… But we're also looking to reach out to commercial companies and partners.
Thus, on the one hand, quandles are a fruitful source of applications to knots and knotted surfaces; in particular they provide a complete invariant of knots.
It is also nearly impossible for the average iPhone owner to find a different source of applications for their device.
This is a very interesting source of applications that has an impact on society yet has well defined physical boundaries (e.g., a Smart Home or a Smart Car) where to deploy specific services (e.g., order shopping for me, wake me up if I show signs of falling asleep when driving).
Instrumentation company web sites are a useful source of application notes, descriptions of techniques, and bibliographies concerning specific experimental procedures.
Whilst the customer ratings provide a source of feedback, 61 % of applications in this study had no rating.
Herbaceous biomass like Cynara is commonly high in potassium, chlorine and ash, which has been reported as a source of problems for combustion applications.
Nature offers a variety of surfaces with brilliant properties and is a source of inspiration for numerous applications and techniques.
Optimization has long been a source of both inspiration and applications for geometers, and conversely, discrete and convex geometry have provided the foundations for many optimization techniques, leading to a rich interplay between these subjects.
