Effects of Hyperbaric Oxygen Therapy for Malignant Bowel Obstruction Caused by Peritoneal Dissemination.

INTRODUCTION: This study aimed to investigate the efficacy of hyperbaric oxygen therapy (HBOT) in patients presenting with malignant bowel obstruction (MBO) and peritoneal dissemination. MATERIALS AND METHODS: We retrospectively examined whether HBOT affects prognosis following MBO with peritoneal dissemination. This study included 44 patients diagnosed with MBO secondary to peritoneal dissemination at our hospital between January 2013 and December 2022. Among these patients, 30 underwent HBOT. The treatment protocol involved daily HBOT administration, comprising 100% oxygen at 2.5 atmospheres absolute for 60 min. RESULTS: In a univariate analysis of HBOT and non-HBOT groups, the proportion of patients able to resume eating was significantly higher in the HBOT group. Therefore, the percentage of patients in the non-HBOT group whose MBO did not improve was significantly higher than that in the HBOT group. The percentage of patients undergoing surgery or receiving anticancer treatment did not differ significantly between the groups, whereas overall survival was significantly longer in the HBOT group. Furthermore, when examining inoperable patients, significantly more individuals in the HBOT group could resume eating, and their overall survival was significantly prolonged. CONCLUSIONS: HBOT may increase the spontaneous resolution rate and improve long-term prognoses of patients with MBO secondary to peritoneal dissemination.

Author Correction: Widespread ground motion distribution caused by rupture directivity during the 2015 Gorkha, Nepal earthquake.

An amendment to this paper has been published and can be accessed via a link at the top of the paper.

Geometric description of a discrete power function associated with the sixth Painlevé equation.

In this paper, we consider the discrete power function associated with the sixth Painlevé equation. This function is a special solution of the so-called cross-ratio equation with a similarity constraint. We show in this paper that this system is embedded in a cubic lattice with [Formula: see text] symmetry. By constructing the action of [Formula: see text] as a subgroup of [Formula: see text], i.e. the symmetry group of PVI, we show how to relate [Formula: see text] to the symmetry group of the lattice. Moreover, by using translations in [Formula: see text], we explain the odd-even structure appearing in previously known explicit formulae in terms of the τ function.

Widespread ground motion distribution caused by rupture directivity during the 2015 Gorkha, Nepal earthquake.

The ground motion and damage caused by the 2015 Gorkha, Nepal earthquake can be characterized by their widespread distributions to the east. Evidence from strong ground motions, regional acceleration duration, and teleseismic waveforms indicate that rupture directivity contributed significantly to these distributions. This phenomenon has been thought to occur only if a strike-slip or dip-slip rupture propagates to a site in the along-strike or updip direction, respectively. However, even though the earthquake was a dip-slip faulting event and its source fault strike was nearly eastward, evidence for rupture directivity is found in the eastward direction. Here, we explore the reasons for this apparent inconsistency by performing a joint source inversion of seismic and geodetic datasets, and conducting ground motion simulations. The results indicate that the earthquake occurred on the underthrusting Indian lithosphere, with a low dip angle, and that the fault rupture propagated in the along-strike direction at a velocity just slightly below the S-wave velocity. This low dip angle and fast rupture velocity produced rupture directivity in the along-strike direction, which caused widespread ground motion distribution and significant damage extending far eastwards, from central Nepal to Mount Everest.