In the era of Noisy Intermediate-Scale Quantum (NISQ) computers it is crucial to design quantum algorithms which do not require many qubits or deep circuits. Unfortunately, most of the well-known quantum algorithms are too demanding to be run on currentl
Existing adiabatic quantum computers are tailored towards minimizing the energies of Ising models. The quest for implementations of pattern recognition or machine learning algorithms on such devices can thus be seen as the quest for Ising model (re-)formulations of their objective functions. In this ...
The binary system is the primary language of computing systems. Inside these systems, a binary number consists of a series of eight bits. This series is known as abyte. In the binary schema, the position of each digit determines its decimal value. Thus, by understanding the position of each...
The binary definition refers to the most basic form of computer code, representing data and instructions using only two numbers:0 and 1. This system is the foundation for all modern computing, supporting everything from data storage to machine learning and cryptography. Each binary digit, or bit...
Ironically, even with decades of evolution in compilers and numerical computing, most libraries can be 3-200x slower than hardware potential even on the most popular hardware, like 64-bit x86 and Arm CPUs. SimSIMD attempts to fill that gap. 1️⃣ SimSIMD functions are practically as fast...
Quantum computing Potential for error reduction in qubit representation and manipulation Less suitable due to high sensitivity to state changes These advanced applications illustrate the broad utility of Gray code and demonstrate its potential in cutting-edge technology sectors. 7. Conclusion In this artic...
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A binary number is a positional numeral system with two as the base. The binary number system consists of two different numerals, namely zero and one. These can be used to represent all other numbers. As it has the advantages of easy implementation by logic gates, it is mostly used in el...
Computing the non-dominated set 1/2 Check all pairs Computing the non-dominated set 2/2 Our contribution Storing sets using Binary Decision Diagrams (BDDs) BDD = compressed binary decision tree (BDT) = BDD BDT Redundant = 1 –Identical nodes merged –Redundant nodes eliminated Truthtable Identi...