On nonintegral vertices of 3-SAT problem relaxation polytope by A. V. Nikolaev

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ALGORITMO DE COBERTURA DE VÉRTICES by Javier López Wong

“…The problem of finding the smallest vertex coverage in a graph is called the vertexcoverage problem. In computational complexity theory, it has been shown that this is an NP-complete problem. …”
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Complexity of Computation of Dominating Sets in Geo-Mathmetics Algorithm : A Review by Şakir Işleyen

“…The dominant sets problem by testing whether γ (G) ≤ K of a given graph is G and K input; It is an electronic card NP machines decision problem in computational complexity theory. Infographics, powerful infographics plus graphic mapping. …”
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Optimization hardness constrains ecological transients. by William Gilpin

“…Here, we use tools from computational complexity theory to frame equilibration in complex ecosystems as the process of solving an analogue optimization problem. …”
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A Survey of Noninteractive Zero Knowledge Proof System and Its Applications by Huixin Wu, Feng Wang

“…Zero knowledge proof system which has received extensive attention since it was proposed is an important branch of cryptography and computational complexity theory. Thereinto, noninteractive zero knowledge proof system contains only one message sent by the prover to the verifier. …”
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Energy-Consumption Advantage of Quantum Computation by Florian Meier, Hayata Yamasaki

“…To bridge this gap, we introduce a general framework for studying the energy consumption of quantum and classical computation, based on a computational model conventionally used for studying query complexity in computational complexity theory. Within this framework, we derive an upper bound for the achievable energy consumption of quantum computation, accounting for imperfections in implementation appearing in practice. …”
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