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1
Some hardness escalation results in computational complexity theory
Almmustuhtton 2020Viečča ollesdeavstta
Oahppočájánas -
2
Extensions of Presburger arithmetic and model checking one-counter automata
Almmustuhtton 2016Fáttát: “…Computational Complexity Theory…”
Oahppočájánas -
3
On nonintegral vertices of 3-SAT problem relaxation polytope
Almmustuhtton 2010-06-01Fáttát: Viečča ollesdeavstta
Artihkal -
4
P Systems with Evolutional Communication and Division Rules
Almmustuhtton 2021-11-01Fáttát: Viečča ollesdeavstta
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5
18.404J / 6.840J Theory of Computation, Fall 2006
Almmustuhtton 2021Fáttát: “…Computability, computational complexity theory…”
Viečča ollesdeavstta
Learning Object -
6
18.404J / 6.840J Theory of Computation, Fall 2002
Almmustuhtton 2002Fáttát: Viečča ollesdeavstta
Learning Object -
7
Discrete Computation: Theory and Open Problems
Almmustuhtton 2023“…Borodin, A. Computational Complexity: Theory and Practice, in Currents in the Theory of Computing, A. …”
Viečča ollesdeavstta
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8
The Spectral Norm of Finite Functions
Almmustuhtton 2023“…In many recent results in learning and computational complexity theory which rely on Fourier analysis, the spectral norm plays a key role. …”
Viečča ollesdeavstta
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9
A model-independent theory of computational complexity: from patience to precision and beyond
Almmustuhtton 2010“…<p>The field of computational complexity theory--which chiefly aims to quantify the difficulty encountered when performing calculations--is, in the case of conventional computers, correctly practised and well understood (some important and fundamental open questions notwithstanding); however, such understanding is, we argue, lacking when unconventional paradigms are considered. …”
Oahppočájánas -
10
Nonsequential Computation and Laws of Nature
Almmustuhtton 2023“…Traditionally, computational complexity theory deals with sequential computations. …”
Viečča ollesdeavstta
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11
QUANTUM DISCORD AND QUANTUM COMPUTING - AN APPRAISAL
Almmustuhtton 2011“…Completeness results from computational complexity theory lead to the identification of very disparate problems, and offer a kaleidoscopic view into the realm of quantum enhancements in computation. …”
Journal article -
12
Computational Structure of GPSG Models: Revised Generalized Phrase Structure Grammar
Almmustuhtton 2004“…The primary goal of this report is to demonstrate how considerations from computational complexity theory can inform grammatical theorizing. …”
Viečča ollesdeavstta
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13
Complexity of Computation of Dominating Sets in Geo-Mathmetics Algorithm : A Review
Almmustuhtton 2021-02-01“…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. …”
Viečča ollesdeavstta
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14
Incremental FPT Delay
Almmustuhtton 2020-05-01“…These results are the first direct connections of collapses in parameterized enumeration complexity to collapses in classical enumeration complexity, parameterized function complexity, classical function complexity, and computational complexity theory.…”
Viečča ollesdeavstta
Artihkal -
15
Contracting projected entangled pair states is average-case hard
Almmustuhtton 2020-01-01“…In higher dimensions, however, a connection to the field of computational complexity theory has shown that the accurate normalization of the two-dimensional tensor networks called projected entangled pair states (PEPS) is #P-complete. …”
Viečča ollesdeavstta
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16
A Survey of Noninteractive Zero Knowledge Proof System and Its Applications
Almmustuhtton 2014-01-01“…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. …”
Viečča ollesdeavstta
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17
Unconventional complexity measures for unconventional computers
Almmustuhtton 2011“…One particular motivation behind unconventional computation is the desire efficiently to solve classically difficult problems—we recall chemical-computer attempts at solving NP-complete problems such as the Travelling Salesperson Problem—, with computational complexity theory offering the criteria for judging this efficiency. …”
Journal article -
18
R-prime numbers of degree k
Almmustuhtton 2018-02-01“…Here, "easy" and "hard" are to be understood in the sense of computational complexity theory, specifically the theory of polynomial time problems. …”
Viečča ollesdeavstta
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19
Schrödinger as a Quantum Programmer: Estimating Entanglement via Steering
Almmustuhtton 2024-06-01“…Thus, our findings provide a meaningful connection between steering, entanglement, quantum algorithms, and quantum computational complexity theory. They also demonstrate the value of a parameterized mid-circuit measurement in a VQSA.…”
Viečča ollesdeavstta
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20
Real-Time Trading System Based on Selections of Potentially Profitable, Uncorrelated, and Balanced Stocks by NP-Hard Combinatorial Optimization
Almmustuhtton 2023-01-01“…Financial portfolio construction problems are often formulated as quadratic and discrete (combinatorial) optimization that belong to the nondeterministic polynomial time (NP)-hard class in computational complexity theory. Ising machines are hardware devices that work in quantum-mechanical/quantum-inspired principles for quickly solving NP-hard optimization problems, which potentially enable making trading decisions based on NP-hard optimization in the time constraints for high-speed trading strategies. …”
Viečča ollesdeavstta
Artihkal