Results 141 to 150 of about 1,176,555 (172)
<i>CDHR1</i> variants in a Japanese family with inherited retinal dystrophy and intrafamilial phenotypic variability. [PDF]
Hirakata T +5 more
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Contrast Sensitivity and Colour Vision Tests for Early Detection and Monitoring of Hydroxychloroquine Retinal Toxicity: A Preliminary Study. [PDF]
Aldarwesh A +6 more
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Validation of SRS MapCHECK for CyberKnife patient-specific quality assurance: challenges with small cone sizes. [PDF]
Yoo D +7 more
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Nutritional supplements: current evidence for retinitis pigmentosa and Stargardt disease. [PDF]
Barthelemy N +4 more
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Fuzzy Sets and Systems, 2023
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Yanyan Dong, Fu-Gui Shi
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Yanyan Dong, Fu-Gui Shi
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Histopathology, 1978
To investigate whether the amount of tissue removed at conization could influence the frequency of inadequate excision of cervical atypias, 354 cone specimens were measured. The data indicate that the frequency of lesions incompletely removed at conization increased with decreasing size (ie. length and volume) of the specimen.
C A, Rubio +3 more
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To investigate whether the amount of tissue removed at conization could influence the frequency of inadequate excision of cervical atypias, 354 cone specimens were measured. The data indicate that the frequency of lesions incompletely removed at conization increased with decreasing size (ie. length and volume) of the specimen.
C A, Rubio +3 more
openaire +2 more sources
Increasing cones, recession cones and global cones
Optimization, 2000In this paper, we discuss and compare various cones used in the economics literature to analyze arbitrage in general equilibrium models with short seling. Our main result is that under certain conditions on an economic model, the closure of the increasing cone and the closure of the global cone are both equal to the arbitrage cone, the recession cone ...
Monteiro, P. K. +2 more
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On Cone-Efficiency, Cone-Convexity and Cone-Compactness
SIAM Journal on Applied Mathematics, 1978The properties of efficient (admissible) points of subsets of $R^n $ are discussed in the case when the space is ordered by a convex cone. It is demonstrated that the notion of cone-compactness (a generalization of compactness) is sufficient to guarantee the existence of an efficient point.
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