u_{1}(\sigma)+\epsilon \geq \max {\sigma{1}^{\prime} \in \Sigma_{1}} u_{1}\left(\sigma_{1}^{\prime}, \sigma_{2}\right) \quad u_{2}(\sigma)+\epsilon \geq \max {\sigma{2}^{\prime} \in \Sigma_{2}} u_{2}\left(\sigma_{1}, \sigma_{2}^{\prime}\right) Ho...
The prime factorization algorithm has been implemented by different physical approaches with various conditions on scalability level. Quantum teleportation, quantum Fourier transform, quantum key distribution, quantum communication protocols [256–268], and quantum error-correction methods – which are not ...
This study presents a strategy for scheduling water delivery by irrigation pumps, synchronising energy production in solar photovoltaic modules and minimising the installation size. An optimisation algorithm is proposed, which changes the energy required by pumping devices and adjusts them to the ...
$s'$ 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)...
A 'Placement Algorithm' in Computer Science refers to an algorithm that determines the optimal location for storing or distributing content to achieve a balance between content hit ratio and storage/communication costs. AI generated definition based on: Internet of Things, 2021 ...
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This paper shows that the inverse chirp z-transform (ICZT), which generalizes the inverse fast Fourier transform (IFFT) off the unit circle in the complex plane, can also be used with chirp contours that perform partial or multiple revolutions on the uni
To compare solutions for multiple objectives, relational operators are not suitable due to the existence of multiple conflicting objectives; instead, the dominance operator [49] is utilized as follows: In a minimization problem, a solutionx1is said to dominate another solutionx2(denoted asx1≺x2...
intheloop,itcouldstopas longasadivisorhasbeen found; if2isnotadivisor,we couldskipalloftheeven numbers. Itissufficienttocheck uptosqrt(n)insteadofn. intIsPrime(intn) {inti; if(n%2==0)return(0); for(i=3;i<=sqrt(n);i+=2){ ...
We propose a quantum inverse iteration algorithm, which can be used to estimate ground state properties of a programmable quantum device. The method relies on the inverse power iteration technique, where the sequential application of the Hamiltonian inve