A polymomial time algorithm to test if a number is a prime or notNo Abstract available for this article.doi:10.1007/BF02868202AntonStiglicSpringer IndiaResonanceKayal, N., Saxena, N. (2002) Resonance 7: pp. 77-79
There are lots of heuristic algorithms, been proposed in cloud environment that solves the workflow scheduling problem as well as independent tasks or applications. Here, we have discussed various heuristic algorithms by differentiating (divide) them into different categories based upon the prime keyword...
The common nodes do not participate in consensus but accept the consensus results, which can improve the consensus efficiency of large consortium chains. A simulation and performance testing system based on this improved scheme is built. The effectiveness, as well as usability of the scheme, is ...
A complete, proof-of-concept, C# implementation of the General Number Field Sieve algorithm for factoring very large semi-prime numbers. The focus was on readability and understandability of the code, not performance. - AdamWhiteHat/GNFS
The position of each component i is described by the coordinates at the center of this component (xi, yi) where another subscript (m or f) is used whenever necessary to indicate whether the component i is movable or not. With this notation, the position of all of the components and ...
One of the unique characteristics of certain statistical probability distributions is the 'memoryless' attribute. This implies that the chance of a forthcoming event transpiring is independent of past events. In simpler terms, previous occurrences do not influence future probabilities. The exponential dis...
of the normalized costs associated with each objective [35]. In such a case, a single-objective algorithm can be suitable, as it is straightforward and does not require any modification of the basic algorithm. However, it has disadvantages, such as consulting with the decision-maker to ...
u^\sigma(h)denotes the utility of a game history, it can be recursively defined as below, andu^\sigma(root)can be written asu(\sigma). u^{\sigma}(h)=\sum_{h^{\prime} \in \text { children }(h),(a, h) \rightarrow h^{\prime}} u^{\sigma}\left(h^{\prime}\right) \sigm...
$s'$ s' Instead of choosing the best child solely based on utility function, we add another exploratory term sqrt(2 * log(N) / c.visit), the equation is \text { best_child(s)} = \underset{s^{\prime} \in \text { children of } s}{\arg \max } u\left(s^{\prime}\right)...
numberofalgorithms.IbelieveitwhenIseeit Itmustbehelpfultoeveryone. Asisknowntoall,anumberofnifitisacompositenumber, thenit'sallfactorofnotmorethansqrt(n)--nprescription, thenwecanusethemostintuitivewaytousethischaracter Tofindallprimenumberslessthanorequalton. ...