Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: This is an announcement of the first official release (version 1.0) of the system NZMATH for number theory by Python [18].  review all functions in NZMATH 1.0, show its main properties added after the report [11] about NZMATH 0.5.0, and describe new features for stable development. The most important point of the release is that  can now treat number fields. The second major change is that new types of polynomial programs are provided. Elliptic curve primality proving and its related programs are also available, where  partly use a library outside NZMATH as an advantage of writing the system only by Python. A new feature is that NZMATH is registered on SourceForge [19] as an open source project in order to ensure continuous development of the project. This is a unique among existing systems for number theory.
['Satoru Tanaka', 'Naoki Ogura', 'Ken Nakamula', 'Tetsushi Matsui', 'Shigenori Uchiyama']
I am writing a research paper on a idea NZMATH 1.0
[{"from": "human", "value": "I am writing a research paper on a idea NZMATH 1.0"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely: This is an announcement of the first official release (version 1.0) of the system NZMATH for number theory by Python [18].  review all functions in NZMATH 1.0, show its main properties added after the report [11] about NZMATH 0.5.0, and describe new features for stable development. The most important point of the release is that  can now treat number fields. The second major change is that new types of polynomial programs are provided. Elliptic curve primality proving and its related programs are also available, where  partly use a library outside NZMATH as an advantage of writing the system only by Python. A new feature is that NZMATH is registered on SourceForge [19] as an open source project in order to ensure continuous development of the project. This is a unique among existing systems for number theory."}]