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Public-key cryptography / asymmetric cryptography, signing. A message that is signed (encrypted) with the private key can be verified (decrypted) with the public key. Since the public key is public, anyone can verify the signature. The public key cannot create such signatures. Security depends on the secrecy of the private key.

Original illustration by David Göthberg, Sweden.

Released by David as public domain.
Sanasi
Manba Oʻzimning ishim
Muallif Davidgothberg
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This image is part in a series of images showing the four basic public-key cryptography operations: Creating a key pair, encrypting, signing, and creating a shared secret. Note that no single cryptosystem can do all three operations: For instance RSA can do encryption and signing, while Diffie–Hellman can create shared secrets.

See Category:Cryptography diagrams for several related diagrams.
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Public domain I, the copyright holder of this work, release this work into the public domain. This applies worldwide.
In some countries this may not be legally possible; if so:
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tasvirlangan ob'ekt

7 Avgust 2006

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Sana/VaqtMiniaturaOʻlchamlariFoydalanuvchiIzoh
joriy19:15, 21-Avgust 200619:15, 21-Avgust 2006 dagi versiya uchun tasvir560 × 510 (21 KB)DavidgothbergImproved image.
08:37, 7-Avgust 200608:37, 7-Avgust 2006 dagi versiya uchun tasvir540 × 400 (14 KB)DavidgothbergPublic-key cryptography / asymmetric cryptography, signing. A message that is signed (encrypted) with the secret key can be verified (decrypted) with the public key. Since the public key is public any one can verify the signature. The public key can not

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