Advertisement
We understand ads are no fun, but they are what makes Gridcoinstats possible.
No ad to show here right now. We understand ads are no fun, but they are what makes Gridcoinstats possible.
The ads are blocked in your browser. We understand ads are no fun, but they are what makes Gridcoinstats possible.
Advertisement
We understand ads are no fun, but they are what makes Gridcoinstats possible.
No ad to show here right now. We understand ads are no fun, but they are what makes Gridcoinstats possible.
The ads are blocked in your browser. We understand ads are no fun, but they are what makes Gridcoinstats possible.
NumberFields@home
405 of the project's 2 953 users with RAC run it with a Gridcoin CPID, and they bring 40.3 % of its credit rate. It is one of the 10 whitelisted projects, each with an equal share of the magnitude pool.
- Chain name
- numberfields@home
- Status
- Whitelisted
- On the chain since
- 237 239 ·
- Project site
- numberfields.asu.edu/NumberFields ↗
- GDPR controls
- Enforced
Advertisement
We understand ads are no fun, but they are what makes Gridcoinstats possible.
No ad to show here right now. We understand ads are no fun, but they are what makes Gridcoinstats possible.
The ads are blocked in your browser. We understand ads are no fun, but they are what makes Gridcoinstats possible.
Advertisement
We understand ads are no fun, but they are what makes Gridcoinstats possible.
No ad to show here right now. We understand ads are no fun, but they are what makes Gridcoinstats possible.
The ads are blocked in your browser. We understand ads are no fun, but they are what makes Gridcoinstats possible.
About NumberFields@home
MathematicsSearches for number fields of degree 10 and sorts them by their Galois group.
Based at the mathematics department of Arizona State University. A number field is a set of numbers, closed under addition, subtraction, multiplication and division, that contains the roots of a given polynomial. The project looks for fields of degree 10, the first degree that needs a massively parallel search.
The main aim is to find the finite set of such fields that are ramified only at a given set of primes; the work is open-ended, because there are infinitely many sets of primes. A second aim, the fields with the smallest discriminant up to 1.2 times 10^11, finished in 2016. The project has helped to find the first examples of fields of this kind with certain Galois groups.
News of NumberFields@home
In the news →Greylist check
WhitelistedRewardedRAC and the Gridcoin part
now 40.3 % GridcoinRAC of the Gridcoin users per superblock, plus the rest of the project where known
Gridcoin users in the project
now 405The accounts of the CPIDs in each superblock
What a million RAC earns a day
now 892.20GRC a day for a million RAC: the project's share of the magnitude over its Gridcoin RAC
- Not in the superblock any more in superblock 1 482 141 Not listed
- In the superblock and paid in superblock 1 469 122 Paid
- Not in the superblock any more in superblock 1 468 046 Not listed
- In the superblock and paid in superblock 1 453 626 Paid
- Not in the superblock any more in superblock 1 452 541 Not listed
- In the superblock and paid in superblock 1 328 306 Paid
- Not in the superblock any more in superblock 1 327 147 Not listed
- In the superblock and paid in superblock 1 308 623 Paid
- Not in the superblock any more in superblock 1 307 430 Not listed
- In the superblock and paid in superblock 1 290 390 Paid
- Not in the superblock any more in superblock 1 289 220 Not listed
- In the superblock and paid in superblock 1 277 326 Paid
- Not in the superblock any more in superblock 1 276 220 Not listed
- In the superblock and paid in superblock 1 010 467 Paid
- Not in the superblock any more in superblock 1 007 640 Not listed
- In the superblock and paid in superblock 977 511 Paid
- Not in the superblock any more in superblock 965 444 Not listed
- In the superblock and paid in superblock 962 535 Paid
- Not in the superblock any more in superblock 960 491 Not listed
- In the superblock and paid in superblock 934 837 Paid
- Not in the superblock any more in superblock 933 104 Not listed
- In the superblock and paid in superblock 751 704 Paid
- Not in the superblock any more in superblock 750 766 Not listed
- In the superblock and paid in superblock 647 678 Paid
- Not in the superblock any more in superblock 646 539 Not listed
