- true
Proof complexity, com****tional
resources required to
prove statements Proof procedure,
method for
producing proofs in
proof theory Proof theory...
- ambiguity. In most
mathematical literature,
proofs are
written in
terms of
rigorous informal logic.
Purely formal proofs,
written fully in
symbolic language without...
-
except for
trivial proofs of BPP problems. In the
common random string and
random oracle models, non-interactive zero-knowledge
proofs exist. The Fiat–Shamir...
- al..
Proofs of
space are very
similar to
proofs of work (PoW),
except that
instead of com****tion,
storage is used to earn cryptocurrency.
Proof-of-space...
- In
proof theory,
proof nets are a
geometrical method of
representing proofs that
eliminates two
forms of
bureaucracy that
differentiate proofs: (A) irrelevant...
- a
conditional proof does not
require that the CPA be true, only that if it were true it
would lead to the consequent.
Conditional proofs are of
great importance...
-
mechanically checks proofs of
these ****ertions,
helps to find
formal proofs, and
extracts a
certified program from the
constructive proof of its
formal specification...
- "Natural
Proofs",
first presented in 1994, and
later published in 1997, for
which they
received the 2007 Gödel Prize. Specifically,
natural proofs prove...
-
suggested changes are
physically marked on
paper proofs or
electronically marked on
electronic proofs by the author, editor, and proofreaders. The compositor...
-
analytic proofs are
those that do not use the cut rule. However, it is
possible to
extend the
inference rules of both
calculi so that
there are
proofs that...
