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I was wondering how much the modular exponentiation part of SRP's server-side verification (http://srp.stanford.edu/design.html)
That part could be run offline assuming database breach
`Host: S = (A…
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Running 9 modexp test of eth test suite, the result is:
```
geth: 840+ ms
nimbus + tommath: 4s. 760+ ms
nimbus + stint: 12s, 880+ ms
```
Find a better mp-int library that can handle arbitrar…
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Hey @aaryahjolia ,
I would like to provide clear and concise explanation as well as code of topics mentioned above which are handy in solving several cp problems.
Thanks and regards,
Neha Kariya
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## DESCRIPTION
(_Not a defect_) I would like to implement some popular mathematical algorithms in Python 3.x
## LIST OF ALGORITHMS
- Permutations and Combinations over a board of characters…
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# NUMBER THEORY
* Modular Arithmetic
* Basic Knowledge of Primes, Multiples, Divisors
* Bitwise Operations
* XOR Properties
* Euclidean Algorithm
* Sieve of Eratosthenes
* Binary Modular …
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In the modular exponentiation algorithms, there are repeated mulmods of the form `A
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At this point modular inversion is one of the major bottlenecks in ECDSA signature generation, at about 30% of the total runtime. Two inversions are required, one for the nonce and the other to conver…
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We have a modular exponentiation operator. I believe that this sums it up nicely:
```
simpson | > m`x ** e % m`.expand()
airbrus | m`x.modPow(e, m)`
```
As you may have noticed, this is a mixfix ope…
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_From @ejmahler on June 30, 2016 22:59_
In num_integer, I see an implementation of gcd.
I would like to implement some related number theory functions: [modular exponentiation](https://en.wikipedia.…