Cyclic cooperativity contributions determine the hydrogen bond strengths in molecular clusters.

In a recent communication (A. Shivhare, B. Dehariya, S.

Kaposi Sarcoma in Two Lung Transplant Recipients: A Single-Center Experience.

Kaposi's Sarcoma (KS) is a malignant vascular tumor commonly seen in immunocompromised individuals, particularly patients with acquired immunodeficiency syndrome. Lung transplant recipients are at high risk of developing KS due to a strong immunosuppressive regimen that can lead to donor-derived infection or reactivation of recipient human herpesvirus 8, the causative organism for KS. In this overview, we describe 2 lung transplant recipients who developed pulmonary KS with poor outcomes, reviewing the diagnosis, bronchoscopy findings, and treatment and surveillance strategies for pulmonary KS.

On the synergetic effects of cyclic cooperativity in water clusters.

The present study delves into the question of how the strength of a hydrogen bond (HB) common to two or more cyclic HB networks is influenced by the cooperativity contributions (CCs) of these cycles. We employ the molecular tailoring approach-based method to calculate the cyclic CCs in water clusters, W ( = 6-20). The energy of an HB in a W cluster is estimated by adding the total cyclic CC to its counterpart in the respective dimer.

Molecular Tailoring Approach for the Direct Estimation of Individual Noncovalent Interaction Energies in Molecular Systems.

The noncovalent interactions (NCIs) are omnipresent in chemistry, physics, and biology. The study of such interactions offers insights into various physicochemical phenomena. Some indirect approaches proposed in the literature for exploring the NCIs are briefly reviewed in Section 1 of this Perspective.

Cluster-in-Cluster Approach for Computing MP2-Level Vibrational Infrared Spectra of Large Molecular Clusters.

Constructing the Hessian matrix (HM) for large molecules demands huge computational resources. Here, we report a cluster-in-cluster (CIC) procedure for efficiently evaluating HM and dipole derivatives for large molecular clusters by employing the second-order Møller-Plesset perturbation (MP2) theory. The highlight of the proposal is the separation of the estimations of Hartree-Fock (HF) and post-HF components.