Results 211 to 220 of about 104,544 (267)
The Diabetes Camp Paradox: An Evidence Gap Map of 279 Publications and the Anatomy of Known Unknowns. [PDF]
Health ExpectKurutkan MN, Arslanoğlu I.
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Analytical amplitude/phase markers for neurological sleep apnea events. [PDF]
Neurobiol Sleep Circadian RhythmsMyers MH, Subramaniam A.
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Association Between Hypothyroidism and Postoperative Complications Following Operative Ankle Fracture Fixation: A Retrospective Cohort Study. [PDF]
Foot Ankle OrthopSari DB +3 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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Journal of the American Psychoanalytic Association, 1994
In the context of viewing the analytic setting as a “clinical laboratory” to study the nature of love relations, this paper starts by outlining the relationships of transference love, “normal” love, neurotic love, and oedipal love. After a description of the vicissitudes of transference love when patient and analyst are of the same sex and of opposite ...
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In the context of viewing the analytic setting as a “clinical laboratory” to study the nature of love relations, this paper starts by outlining the relationships of transference love, “normal” love, neurotic love, and oedipal love. After a description of the vicissitudes of transference love when patient and analyst are of the same sex and of opposite ...
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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.
openaire +3 more sources