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Consistency Regularization Improves Placenta Segmentation in Fetal EPI MRI Time Series. [PDF]
Liu Y +7 more
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Digestive and Liver Disease, 2015
A 79 year-old patient underwent colonoscopy for moderate ideropenic anaemia. During examination, a 3 cm pedunculated olyp with hyperaemic and eroded surface and a long stalk was een in the sigmoid colon (Fig. 1). Polypectomy was performed a ew days later as an inpatient procedure, as the patient had multiple omorbidities (heart disease, pacemaker ...
Marco, Bianchi +2 more
openaire +2 more sources
A 79 year-old patient underwent colonoscopy for moderate ideropenic anaemia. During examination, a 3 cm pedunculated olyp with hyperaemic and eroded surface and a long stalk was een in the sigmoid colon (Fig. 1). Polypectomy was performed a ew days later as an inpatient procedure, as the patient had multiple omorbidities (heart disease, pacemaker ...
Marco, Bianchi +2 more
openaire +2 more sources
Epilepsy in conjoined Siamese twins
Electroencephalography and Clinical Neurophysiology, 1959Abstract The history is presented of conjoined Siamese twins, one of whom has developed epileptic seizures. The EEG simultaneous recordings of the twins and a clinical seizure of one twin are presented and discussed. The chances of directly recording a seizure in an epileptic conjoined twin is estimated as being in the neighborhood of one in 500 ...
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2001
Let 4n 2 be the order of a Bush-type Hadamard matrix with q = (2n + 1)2 a prime power. It is shown that there is a weighing matrix $$ W(4)({q^{m}} + {q^{{m - 1}}} + \cdot \cdot \cdot + q + 1){n^{2}},4{q^{m}}{n^{2}}) $$ which can be used to construct a pair of symmetric designs with the parameters $$ v = 4({q^{m}} + {q^{{m - 1}}} + \cdot ...
openaire +1 more source
Let 4n 2 be the order of a Bush-type Hadamard matrix with q = (2n + 1)2 a prime power. It is shown that there is a weighing matrix $$ W(4)({q^{m}} + {q^{{m - 1}}} + \cdot \cdot \cdot + q + 1){n^{2}},4{q^{m}}{n^{2}}) $$ which can be used to construct a pair of symmetric designs with the parameters $$ v = 4({q^{m}} + {q^{{m - 1}}} + \cdot ...
openaire +1 more source

