Results 211 to 220 of about 99,825 (268)
Reliability, bias, and computational cost of estimating the Bayes factor using bridge sampling and the Savage-Dickey density ratio. [PDF]
Behav Res MethodsOberauer K, Musfeld P, Aust F.
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From Light to Energy: Machine Learning Algorithms for Position and Energy Deposition Estimation in Scintillator-SiPM Detectors. [PDF]
Sensors (Basel)Simhony Y, Segal A, Amrani O, Etzion E.
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Synaptic Plasticity Fragility Underlies a Microglial Pruning Continuum in Major Depressive Disorder and Amyotrophic Lateral Sclerosis. [PDF]
CureusCheung N.
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Early Adverse Experiences and the Likelihood of Substance Use Disorders and Non-Fatal Overdose in Clinical and Community Settings: A Systematic Review and Meta-Analysis. [PDF]
Behav Sci (Basel)Mogollón-Canal OM +8 more
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ACM Computing Surveys, 2021
The working set model for program behavior was invented in 1965. It has stood the test of time in virtual memory management for over 50 years. It is considered the ideal for managing memory in operating systems and caches. Its superior performance was based on the principle of locality, which was discovered at the same time; locality is the observed ...
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The working set model for program behavior was invented in 1965. It has stood the test of time in virtual memory management for over 50 years. It is considered the ideal for managing memory in operating systems and caches. Its superior performance was based on the principle of locality, which was discovered at the same time; locality is the observed ...
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Mathematical Logic Quarterly, 1983
This paper summarizes present knowledge about degrees of analytic sets (Part 1) and contains proofs of several new structural results (Part 3). Most of the theorems about degrees of analytic sets require additional, often incompatible, set-theoretic axioms, such as the existence of sharps or the Axiom of Constructibility.
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This paper summarizes present knowledge about degrees of analytic sets (Part 1) and contains proofs of several new structural results (Part 3). Most of the theorems about degrees of analytic sets require additional, often incompatible, set-theoretic axioms, such as the existence of sharps or the Axiom of Constructibility.
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