- '0'. """
polynomial_
bitstring =
polynomial_
bitstring.lstrip("0")
len_input = len(input_
bitstring)
initial_padding = (len(
polynomial_
bitstring) - 1) * initial_filler...
-
matching term from both
polynomials.
function crc(bit
array bitString[1..len], int len) { remainder
Polynomial :=
polynomialForm(
bitString[1..n]) //
First n...
-
interpreting the
message bitstring as the
coefficients of a
polynomial over GF(2) and
dividing it by a
fixed generator polynomial also over GF(2); see Mathematics...
-
Zhegalkin (also Žegalkin, Gégalkine or Shegalkin)
polynomials (Russian: полиномы Жегалкина), also
known as
algebraic normal form, are a representation...
- {\displaystyle d} -bit
bitstrings of
length r {\displaystyle r} ,
replaces every all-zero
bitstring with a
single 0 and
every other bitstring with a 1, and outputs...
-
multiplication of
polynomials over the
finite field GF(2)
where the
bitstring a 0 a 1 … a 63 {\displaystyle a_{0}a_{1}\ldots a_{63}}
represents the
polynomial a 0 +...
- super-
polynomial speedup,
which is
believed to be unlikely. Some
quantum algorithms, like Grover's
algorithm and
amplitude amplification, give
polynomial speedups...
-
select part of a
bitstring using a bit mask. For example, 10011101 AND 00001000 = 00001000
extracts the
fourth bit of an 8-bit
bitstring. In
computer networking...
- T ( n ) {\displaystyle T(n)} is a
polynomial in n {\displaystyle n} , then the
algorithm is said to be a
polynomial time algorithm. Cobham's
thesis argues...
- N {\displaystyle N} , Shor's
algorithm runs in
polynomial time,
meaning the time
taken is
polynomial in log N {\displaystyle \log N} . It
takes quantum...
