Примери коришћења Modulo на Енглеском и њихови преводи на Српски
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Breworx Modulo- microbreweries with a modular design.
And remember, whenever you add,you add modulo 26.
Modulo_diploma interior design will enable students to develop interior projects.
And then you combine the two to actually get the decryption modulo N.
Since the alignment is by definition a power of two, the modulo operation can be reduced to a bitwise boolean AND operation.
Partition %1 does not start at a cylinder boundary(first sector: %2, modulo: %3).
The modulo operation, as implemented in many programming languages and calculators, is an application of modular arithmetic that is often used in this context.
And then the way you encrypt is basically, you add the key letters to the message letters, modulo 26.
Run time checks can be disabled if performance is more important than integrity checks.^kAda modulo types implement modulo arithmetic in all operations, i.e. no range violations are possible.
The totient function is important mainly because it gives the size of the multiplicative group of integers modulo n.
OK, so every block,you notice we're doing addition modulo 256 and we're ignoring the carry, but the carry is basically added as a zero or a one to the addition of the next block.
In order to avoid manipulating huge H{\displaystyle H} values,all math is done modulo n{\displaystyle n}.
Another application that often involves DPLL is automated theorem proving or satisfiability modulo theories(SMT), which is a SAT problem in which propositional variables are replaced with formulas of another mathematical theory.
The following formulas provide the number of padding bytes required to align the start of a data structure(where mod is the modulo operator).
The algorithm completely ignores any numbers with remainder modulo 60 that is divisible by two, three, or five, since numbers with a modulo 60 remainder divisible by one of these three primes are themselves divisible by that prime.
The local, and the global equilibrium property resulting from it, holds as well if we enumerate a curve andreduce all numbers modulo 4.
The pattern continueswhere each pattern has starting point 2k, and the period is the multiplicative order of 2 modulo 5k, which is φ(5k)= 4× 5k- 1(see Multiplicative group of integers modulo n).
The extended Euclidean algorithm is particularly useful when a and b are coprime,since x is the modular multiplicative inverse of a modulo b.
The number of flipping operations as a ratio to the sieving range for this step approaches 4√π/15× 8/60(the"8" in the fraction comes from the eight modulos handledby this quadratic and the 60 because Atkin calculated this based on an even number of modulo 60 wheels), which results in a fraction of about 0.1117010721276.
It is initially set to convert each integer to a note on an 88-key musical keyboard by computing the integer modulo 88, at a steady rhythm.
This is done by assigning each satellite a unique binary sequence known as a Gold code, and the signals are decoded,after demodulation, using modulo 2 addition of the Gold codes corresponding to satellites n1 through nk, where k is the number of channels in the GPS receiver and n1 through nk are the PRN identifiers of the satellites.
In visual art modular arithmetic can be used to create artistic patterns based on the multiplication and addition tables modulo n(see link below).
In particular, by enumerating a regular curve(with the mirrors incident to grid edges) andreducing all numbers modulo 4, we obtain four-colored Lunda designs, where every reference point is orderly surrounded by numbers 0,1,2,3 and the disposition of that sequences around the points is alternately clockwise and anti-clockwise.
Alternatively, decoding a Gray code into a binary number can be described as a prefix sum of the bitsin the Gray code, where each individual summation operation in the prefix sum is performed modulo two.
The Modulo_diploma of historical interior design aims to use the design as a tool for regeneration of the inhabited environment, and economic engine, considering however the constraints of material, socio-cultural, and historical pre-existences(understood as historical not specifically patrimonial) and analyzing the viability of the project under different points of view.
It is known that(Z/nZ)× is cyclic if and only if n is 1 or 2 or 4 or pk or 2 pk for an odd prime number p andk≥ 1, in which case every generator of(Z/nZ)× is called a primitive root modulo n.
The Extended Euclidean Algorithm is particularly useful when a and b are coprime,since x is the multiplicative inverse of a modulo b, and y is the multiplicative inverse of b modulo a.
A finite field is a finite set on which the four operations multiplication, addition, subtraction and division(excluding division by zero) are defined, satisfying the rules of arithmetic known as the field axioms. The simplest examples of finite fields are the prime fields: for each prime number p, the field GF(p)(also denoted Z/pZ, F p{\displaystyle\mathbb{F}_{p}}, or Fp) of order(that is, size)p is easily constructed as the integers modulo p.
Also consider the group(Z2× Z3,+), the ordered pairs where the x coordinates can be 0 or 1, and the y coordinates can be 0, 1, or 2,where addition in the x-coordinate is modulo 2 and addition in the y-coordinate is modulo 3.
Also consider the group( Z 2× Z 3,+){\displaystyle(\mathbb{Z}_{2}\times\mathbb{Z}_{3},+)}, the ordered pairs where the x coordinates can be 0 or 1, and the y coordinates can be 0, 1, or 2,where addition in the x-coordinate is modulo 2 and addition in the y-coordinate is modulo 3.