Wong-type dermatomyositis during anti–PD-1 therapy

Dermatomyositis in patients with rheumatoid arthritis during adalimumab therapy.

Wong-Zakai type convergence in infinite dimensions

The paper deals with convergence of solutions of a class of stochastic differential equations driven by infinite-dimensional semimartingales. The infinite-dimensional semimartingales considered in the paper are Hilbert-space valued. The theorems presented generalize the convergence result obtained by Wong and Zakai for stochastic differential equations driven by linear interpolations of a finit...

Can Type 1 Diabetes patients safely fast during Ramadan?

The issue whether people with Type 1 Diabetes can safely fast during Ramadan has been the subject of quite a few debates over the years. Had it been a simple "yes" or "no" issue, there would have been no reason to debate. However, like a lot of other topics in medical management, this particular subject overlaps both the science and the art of medicine.

Wong 11_8

3p21 is an important locus harbouring critical tumour suppressor genes (TSG), which are implicated in the pathogenesis of multiple tumours, including oesophageal carcinoma. RASSF1A is a 3p21.3 candidate TSG frequently inactivated by promoter methylation in multiple tumours. We investigated RASSF1A promoter methylation and gene expression in Chinese oesophageal squamous cell carcinoma (ESCC) to ...

Kwong-wong-type Integral Equation on Time Scales

Consider the second-order nonlinear dynamic equation [r(t)x(ρ(t))] + p(t)f(x(t)) = 0, where p(t) is the backward jump operator. We obtain a Kwong-Wong-type integral equation, that is: If x(t) is a nonoscillatory solution of the above equation on [T0,∞), then the integral equation rσ(t)x∆(t) f(xσ(t)) = P(t) + Z ∞ σ(t) rσ(s)[ R 1 0 f (xh(s))dh][x ∆(s)]2 f(x(s))f(xσ(s)) ∆s is satisfied for t ≥ T0,...