SHA 256
Impossible to brute force …a hash is irreversible due to its complicated breakdown of the part . It would take far too much time and computational power to do this
SHA 256
Impossible to brute force …a hash is irreversible due to its complicated breakdown of the part . It would take far too much time and computational power to do this
Don Michelin - Questions
SHA-256
A brute-force method of extracting the input from a given hash output involves trial and error, which means to simply create random inputs, run them through the hash function and then compare the output with the original. Trial and error works easily when there are few possible inputs but in Bitcoin’s SHA-256 this method of input discovery is virtually impossible (not entirely impossible) because of the huge number of potential inputs. The probability of finding the hash output from randomly generated inputs is so unbelievably low that a brute force attack aimed at reading the transactional data wouldn’t be worth the effort for any hacker.
Answer to question 1-
Bitcoin’s blockchain uses these important hash algorithm characteristics to run its consensus mechanism. The most popular cryptocurrency in the world uses a Secure Hash Algorithm (SHA) named SHA-256.
Answer to question 2-
It’s a one-way street, design to be done by computer to codify a unique input that will output a unique output-Hash. The algorithm is provably design to works in a one directional manner due to the nature of the Elliptic Curve Cryptography proof of work it is a one way street,… the algorithms can only be solved to find the ultimate hash output, they can not be reversed to calculate the initial raw data. The Blender allegory from the article help me understand it a little more, it is good.
Secure Hash Algorithm (SHA) named SHA-256.
Solving requires complex mathematical calculations which require significant amounts of computational power and dedicated hardware.
1. What is the hashing algorithm called used in Bitcoin?
SHA-256
2. Why is this hashing algorithm really hard (almost impossible) to brute-force?
An extreme amount of computational force not available in 2020 would be needed to brute-force. It would nearly be impossible to achieve.
The hashing algorithm is called SHA-256.
The hashing algorithm is almost impossible to brute-force is because SHA has 2^256 different possibilities that each have a unique hash rate.
1. What is the hashing algorithm called used in Bitcoin?
2. Why is this hashing algorithm really hard (almost impossible) to brute-force?
[quote=“ivan, post:1, topic:8422”]
What is the hashing algorithm called used in Bitcoin?
SHA-256
Why is this hashing algorithm really hard (almost impossible) to brute-force?
They can only be solved to find # output, they cannot be reversed!
SHA256 is the hashing algorithm used in Bitcoin
It is hard ton brute force it because it’s almost impossible to reconstruct the initial data from the input based on the output
Homework – Reading Assignment: Hashing
What is the hashing algorithm called used in Bitcoin?
• Proof-of-work (PoW) function, based on SHA-256 (Secure Hash Algorithm – 256)
Why is this hashing algorithm really hard (almost impossible) to brute-force?
• Due to the incredibly and increasingly complex equations that need to be solved, and the sheer amount of computational and electrical power required, solving even by brute force is ineffective. As the hash algorithm produces a unique hash every time, and can only be solved for the ultimate hash output and not the initial raw data, it is impossible to reverse engineer the hash. Until the hash solves to below the target value, equations need to be tried over and over.
blockchain.Ronin
What is the hashing algorithm called used in Bitcoin?
Answer: Secure Hash Algorithm - SHA-256
Why is this hashing algorithm really hard (almost impossible) to brute-force?
Answer: The computational power required to find the inputs that would give the hash are enormous!
The hashing algorithm is called SHA 256
It is hard to brute-force because they are so many possibilities that it would be practical impossible to find 2 similar inputs
SHA-256
Due to the sheer amount of possibilities it would be an incredibly demanding and time consuming pursuit. Also, even if the algorithm was known it would still not help, since the hash output cannot be reversed.