binary sequencesの例文

• There are many practical measures of randomness for a binary sequence.
• Firstly, binary sequences produced in this way are free of undesirable statistical deviations.
• These LEDs re arranged to emit a pseudorandom binary sequence that the LIDAR cannot analyze.
• This is done by assigning each satellite a unique binary sequence known as a Gold code.
• PRBS stands for pseudo random binary sequence and is intended to simulate random data being sent.
• The set " V " of vertices is the set of all finite binary sequences.
• In these applications, repeating decimals to base 2 are generally used which gives rise to binary sequences.
• A BS is a "'pseudorandom binary sequence "'( PRBS ) if its autocorrelation function, given by
• The rotation of binary sequences corresponds to transposition of chords, and the reversal of binary sequences corresponds to inversion of chords.
• The rotation of binary sequences corresponds to transposition of chords, and the reversal of binary sequences corresponds to inversion of chords.
• Where r is the radius of generalization and s is the Hamming weight ( the number of 1s ) of the binary sequence.
• Also mail found in the directory includes a binary sequence, which can be converted into the words " the mouth piece ".
• Nigel arranges to hijack the communications, transmitting his own signal ( a binary sequence of prime numbers relating the Snark's trajectory ).
• The maximum length binary sequence for 1 / p ( when 2 is a primitive root of " p " ) is given by:
• Additionally, infinite binary sequences correspond to characteristic functions of sets of natural numbers; therefore those sequences might be seen as sets of natural numbers.
• The " Index Solutions " variant is a water-based solution containing low-level additives, which are blended using a binary sequence to ensure uniqueness.
• Because infinite sequences of binary digits can be identified with real numbers in the unit interval, random binary sequences are often called "'random real numbers " '.
• Note that if we identify the Cantor space of binary sequences with the interval [ 0, 1 ] of real numbers, the measure on Cantor space agrees with Lebesgue measure.
• This may be achieved by choosing " S " randomly, or by choosing the indicator function of " S " to be the concatenation of all finite binary sequences.
• The name " Rule 110 " derives from the fact that this rule can be summarized in the binary sequence 01101110; interpreted as a binary number, this corresponds to the decimal value 110.