Linked Questions
9 questions linked to/from How do I multiply two points on an elliptic curve?
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Multiplication two points in elliptic curve cryptography [duplicate]
Are there references or prove to say that multiplying two points in the elliptic curve cryptography ECC is not allowed, as an example below? Multiply the public key PKA by a point (Z) on the ECC since ...
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How to get a common coordinate from two different coordinates on Elliptic Curves? [duplicate]
I am trying to write a SageMath script that multiplies two coordinates on Elliptic Curves into one common coordinate.
SageMath Elliptic curves over finite fields ...
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Why Static RSA and Diffie-Hellman cipher suites have been removed in TLS 1.3?
Why Static RSA and Diffie-Hellman cipher suites have been removed in TLS 1.3?
How keys can be exchanged then?
https://datatracker.ietf.org/doc/html/draft-ietf-tls-tls13-28
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What is the difference between "Elliptic Curve Function" and "Hash Functions" like SHA256?
I am reading about bitcoin and I am a little confused about "elliptic curve function" and "SHA256".
Do they have the same properties? Can both be used to generate private and ...
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multiplication of two points belong to elliptic curve
I have a question about multiplication of two points belong to elliptic curve. I know every think about adding and scalar multiplication but not about multiplication of two points. Is there any method ...
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Is it possible to give a definition for point multiplication on elliptic curve?
As we know that at least in cryptography, the group operation on elliptic curve is just the point addition(https://en.wikipedia.org/wiki/Elliptic_curve_point_multiplication), which is defined on $E:y^{...
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How can I understand the math behind crypto, especially that used in blockchains / distributed ledgers?
A bit of a background about me; Computer Engineer but during my studies I didn't dive too deep into the maths, especially the crypto maths that is used to make the blockchain and cryptography work.
I'...
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Homomorphic mapping between elliptic curve point and Zq
I'm trying to figure out how to do a mapping between elliptic curve points and Zq without breaking homomorphic properties.
Sorry, I'll write the problem in multiplicative notation because it's easier.
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Elliptic Curve how to calculate y value [duplicate]
I have been reading the book Mastering Bitcoin written by Andreas. It was the process of compressing public keys that hurt my mind. Specifically, a public key after being generated from a private key ...
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