The National Health Accounts of the Philippines: Continuing Development and New Findings

For more than a decade now, the national health accounts (NHA) of the Philippines has been providing data that are important for health policymaking. At present, the NHA not only continues to be important for health policymaking. It has also become indispensable as a tool for monitoring and tracking outcomes of health sector policies. To further expand its usefulness, the Philippine NHA underwent major restructuring, specifically in the classification of health expenditures by uses of funds. The revised NHA now includes several types of breakdown by uses of funds. Analysis of preliminary 2003 estimates of the revised NHA matrices reveals new details of the manner by which health funds are utilized in the Philippines--data that are not available in the original NHA.health sector, national health accounts, health funds

The National Health Accounts of the Philippines: Continuing Development and New Findings

For more than a decade now, the national health accounts (NHA) of the Philippines has been providing data that are important for health policymaking. At present, the NHA not only continues to be important for health policymaking. It has also become indispensable as a tool for monitoring and tracking outcomes of health sector policies. To further expand its usefulness, the Philippine NHA underwent major restructuring, specifically in the classification of health expenditures by uses of funds. The revised NHA now includes several types of breakdown by uses of funds. Analysis of preliminary 2003 estimates of the revised NHA matrices reveals new details of the manner by which health funds are utilized in the Philippines--data that are not available in the original NHA.health sector, national health accounts, health funds

Nambu-Poisson manifolds and associated n-ary Lie algebroids

We introduce an n-ary Lie algebroid canonically associated with a Nambu-Poisson manifold. We also prove that every Nambu-Poisson bracket defined on functions is induced by some differential operator on the exterior algebra, and characterize such operators. Some physical examples are presented

Geometric Hermite interpolation by rational curves of constant width

A constructive characterization of the support function for a rationally parameterized curve of constant width is given. In addition, a Hermite interpolation problem for such kind of curves is solved, which yields a method to determine a rational curve of constant width that passes through a set of free points with the corresponding tangent directions. Finally, the case of piecewise rational support functions is considered, which increases the design freedom. The procedure is presented in the general case of hedgehogs of constant width taking the advantage of projective hedgehogs, so that some constraints must be taken to ensure convexity of the desired curve.Funding for the other authors not affiliated with BCAM: Grant PID2021-124577NBI00 funded by MCIN/AEI/10.13039/501100011033 and by “ERDF A way of making Europe”. Project PID2019-104927GB-C21 funded by MCIN/AEI/10.13039/501100011033. Project UJI-B2022-19 funded by Universitat Jaume I. Project CIAICO/2021/180 funded by Generalitat Valenciana

Translational Retinal Research and Therapies.

The following review summarizes the state of the art in representative aspects of gene therapy/translational medicine and evolves from a symposium held at the School of Veterinary Medicine, University of Pennsylvania on November 16, 2017 honoring Dr. Gustavo Aguirre, recipient of ARVO's 2017 Proctor Medal. Focusing on the retina, speakers highlighted current work on moving therapies for inherited retinal degenerative diseases from the laboratory bench to the clinic