Efficacy and safety of Lingnan surgery for the treatment of multi-quadrant acute incarcerated hemorrhoids: A retrospective study.

Objective: In this study, we introduce a surgical procedure for multiple-quadrant hemorrhoid crisis, namely Lingnan surgery, and discuss its clinical efficacy and safety.

Methods: We performed a retrospective analysis of patients with acute incarcerated hemorrhoids who underwent Lingnan surgery at the Anorectal Department of Yunan County Hospital of Traditional Chinese Medicine of Guangdong Province from 2017 to 2021. The baseline data, preoperative condition, and postoperative condition of each patient were recorded in detail.

A neural model of the frontal eye fields with reward-based learning.

Decision-making is a flexible process dependent on the accumulation of various kinds of information; however, the corresponding neural mechanisms are far from clear. We extended a layered model of the frontal eye field to a learning-based model, using computational simulations to explain the cognitive process of choice tasks. The core of this extended model has three aspects: direction-preferred populations that cluster together the neurons with the same orientation preference, rule modules that control different rule-dependent activities, and reward-based synaptic plasticity that modulates connections to flexibly change the decision according to task demands.

Acupuncture promotes angiogenesis after myocardial ischemia through H3K9 acetylation regulation at VEGF gene.

Background: Acupuncture exerts cardioprotective effects on several types of cardiac injuries, especially myocardial ischemia (MI), but the mechanisms have not yet been well elucidated. Angiogenesis mediated by VEGF gene expression and its modification through histone acetylation has been considered a target in treating myocardial ischemia. This study aims to exam whether modulation of angiogenesis through H3K9 acetylation regulation at VEGF gene is one possible cardioprotective mechanism of acupuncture.

Bifurcation analysis of a Morris-Lecar neuron model.

In this paper, we investigate the dynamical behaviors of a Morris-Lecar neuron model. By using bifurcation methods and numerical simulations, we examine the global structure of bifurcations of the model. Results are summarized in various two-parameter bifurcation diagrams with the stimulating current as the abscissa and the other parameter as the ordinate.