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I understand that one can define EUF-CMA of a signature scheme is terms of a game where the adversary is allowed to query signatures on messages of his choosing, and at the end of the game he must output a pair (m, s) such that s is a valid signature of m, and m has not been queried before. My questions are the following:

  1. How does one select selective unforgability under chosen message attack in terms of a game?

  2. Are there examples of signatures which are EUFSUF-CMA, but not SUFEUF-CMA?

I understand that one can define EUF-CMA of a signature scheme is terms of a game where the adversary is allowed to query signatures on messages of his choosing, and at the end of the game he must output a pair (m, s) such that s is a valid signature of m, and m has not been queried before. My questions are the following:

  1. How does one select selective unforgability under chosen message attack in terms of a game?

  2. Are there examples of signatures which are EUF-CMA, but not SUF-CMA?

I understand that one can define EUF-CMA of a signature scheme is terms of a game where the adversary is allowed to query signatures on messages of his choosing, and at the end of the game he must output a pair (m, s) such that s is a valid signature of m, and m has not been queried before. My questions are the following:

  1. How does one select selective unforgability under chosen message attack in terms of a game?

  2. Are there examples of signatures which are SUF-CMA, but not EUF-CMA?

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e-sushi
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I understand that one can define EUF-CMA of a signature scheme is terms of a game where the adversary is allowed to query signatures on messages of his choosing, and at the end of the game he must output a pair (m, s) such that s is a valid signature of m, and m has not been queried before. My questions are the following:

  1. How does one select selective unforgability under chosen message attack in terms of a game?

  2. areAre there examples of signatures which are EUF-CMA, but not SUF-CMA?

I understand that one can define EUF-CMA of a signature scheme is terms of a game where the adversary is allowed to query signatures on messages of his choosing, and at the end of the game he must output a pair (m, s) such that s is a valid signature of m, and m has not been queried before. My questions are the following:

  1. How does one select selective unforgability under chosen message attack in terms of a game?

  2. are there examples of signatures which are EUF-CMA, but not SUF-CMA?

I understand that one can define EUF-CMA of a signature scheme is terms of a game where the adversary is allowed to query signatures on messages of his choosing, and at the end of the game he must output a pair (m, s) such that s is a valid signature of m, and m has not been queried before. My questions are the following:

  1. How does one select selective unforgability under chosen message attack in terms of a game?

  2. Are there examples of signatures which are EUF-CMA, but not SUF-CMA?

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Selective and existential unforgability of signature schemes

I understand that one can define EUF-CMA of a signature scheme is terms of a game where the adversary is allowed to query signatures on messages of his choosing, and at the end of the game he must output a pair (m, s) such that s is a valid signature of m, and m has not been queried before. My questions are the following:

  1. How does one select selective unforgability under chosen message attack in terms of a game?

  2. are there examples of signatures which are EUF-CMA, but not SUF-CMA?