Showing 21 - 40 results of 645 for search '"Computational complexity theory', query time: 0.17s Refine Results
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    ϵ-Confidence Approximately Correct (ϵ-CoAC) Learnability and Hyperparameter Selection in Linear Regression Modeling by Soosan Beheshti, Mahdi Shamsi

    Published 2025-01-01
    “…Drawbacks of these methods include introducing new hyperparameters with their own new challenges and uncertainties, potential increase of the computational complexity or requiring large set of training data sets. …”
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    Tangent complexes and the Diamond Lemma by Vladimir Dotsenko, Pedro Tamaroff

    Published 2024-12-01
    “…Specifically, our main result states that every such resolution of an algebra with monomial relations gives rise to its own Diamond Lemma, where Bergman’s condition of “resolvable ambiguities” is precisely the first nontrivial component of the Maurer–Cartan equation in the corresponding tangent complex. The same approach works for many other algebraic structures, emphasizing the relevance of computing resolutions of algebras with monomial relations.…”
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  4. 24

    Methodological Problems and Strategic Goals of the Work on Creation of the Theory and Technology of New Generation Intelligent Computer Systems by V. V. Golenkov, N. A. Guliakina, D. V. Shunkevich

    Published 2024-03-01
    “…The main methodological problems and strategic goals of work on creating the theory and technology of intelligent computer systems of a new generation are considered. …”
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    Matching of an observed event and its virtual model in relation to smart theories, coupled models and supervision of complex procedures—A review by Razek, Adel

    Published 2024-05-01
    “…The offline case is mainly about the management and ruling of elegant theories and computational tools mimicking physical paradigms. …”
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    Krylov complexity in 2d CFTs with SL(2, ℝ) deformed Hamiltonians by Vinay Malvimat, Somnath Porey, Baishali Roy

    Published 2025-02-01
    “…Furthermore, we extend our analysis to compute the K-Complexity of a light operator in excited states, considering both large-c CFT and free field theory. …”
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