Pilot Interventional Study Comparing Fetomaternal Outcomes of 150 mg Versus 75 mg Aspirin Starting Between 11 and 14 Weeks of Pregnancy in Patients with High Risk of Preeclampsia: A Randomized Control Trial

The Journal of Obstetrics and Gynecology of India - Hypertensive disorders of pregnancies complicate around 5–10% of pregnancies worldwide, and together they are a member of the deadly triad...     

Ceftriaxone-induced pseudolithiasis in children treated for perforated appendicitis

Purpose

Ceftriaxone has been associated with development of pseudolithiasis. In our institution, it is used for treatment of perforated appendicitis in children. This study evaluated the occurrence of ceftriaxone-related pseudolithiasis in this population.

Methods

After obtaining IRB approval, we performed a retrospective chart review over 51 months. We included patients undergoing laparoscopic appendectomy for perforated appendicitis. All patients were treated with ceftriaxone post-operatively. Patients without initial or post-treatment gallbladder imaging available for review were excluded.

Results

There were 71 patients who met inclusion criteria with a mean (±SD) age of 10.8 ± 3.8 years. Of these, 14 % (n = 10) developed stones or sludge in the gallbladder. The mean duration of ceftriaxone therapy was 8.7 ± 3.8 days. The average time to post-antibiotic imaging was 11.5 ± 10.3 days from initiation of antibiotics. There was no significant difference in duration of ceftriaxone therapy in the children that developed pseudolithiasis or sludge (10.0 ± 4.9 days) compared to those that did not (8.5 ± 3.6, p = 0.26). One child (10 %) with pseudolithiasis went on to become symptomatic, requiring a laparoscopic cholecystectomy.

Conclusions

In our experience, ceftriaxone use for perforated appendicitis is associated with a significant incidence of biliary pseudolithiasis, and is unrelated to duration of ceftriaxone therapy.     

Apexogenesis of a symptomatic mandibular first permanent molar with calcium hydroxide pulpotomy.

Vital pulp therapy of immature, symptomatic permanent posterior teeth presents a challenge in pediatric endodontics. A case report is presented in which cervical pulpotomy with calcium hydroxide was performed on a cariously exposed mandibular first permanent molar. The patient was seen every 3 months for a total of 18 months for a clinical and radiographic follow up. During the follow-up period, root development, as evidenced by root lengthening, was observed. Apical closure was evident at the end of 19 months. As the root canals showed a tendency toward calcification, root canal treatment was carried out, followed by restoration of the tooth with a stainless-steel crown. The success of this single-visit apexogenesis procedure supports the contention that young pulp possesses remarkable reparative capacity, as well as resistance to bacterial infection due to greater vascularity, and that apexogenesis with calcium hydroxide apical closure pulpotomy can be attempted for continued root development of symptomatic, vital, permanent teeth.     

An optimal control model for cloud seeding in a deterministic and stochastic environment

To promote artificial rain in India and other such developing countries, in this article, we have proposed and analyzed a nonlinear mathematical model for cloud seeding by considering that aerosols are introduced proportional to the density of water vapors present in the atmosphere. The model is analyzed using Lyapunov's stability theory of differential equations. To reduce the cost of cloud seeding, an optimal control strategy is designed by incorporating four control parameters. We have shown the existence and uniqueness of solution of this optimal control problem, using Pontryagins Maximum Principle. To minimize the cost in making artificial rain, the optimal control problem provides the strategy for the rate of introduction of aerosols in the atmosphere. To capture the effects of environmental noise on control strategies, the model in deterministic framework is converted into stochastic framework. In this regard, the Hamilton-Jacobi-Bellman equation for stochastic control cost function has been formed. The stochastic analysis implies that the control strategy is effective in reducing the cost and increasing rainfall.