Peter F Zipfel - Complement And Kidney Disease

Complement And Kidney Disease por Peter F Zipfel epub

Descargar Complement And Kidney Disease por Peter F Zipfel Epub y PDF

  • Título: Complement And Kidney Disease
  • Autores: Peter F Zipfel
  • Publicado: 9 de diciembre de 2005
  • ISBN: 9783764371661
  • Tamaño: .MB
  • Nº de páginas: 260
  • Idiomas: Español
  • Editorial: www.thwfx.com.mx
  • Valoración: ★★★★★
  • País: España
  • Genero: Novela kindle
  • Comprimido: no
  • Formato : PDF, EPUB

Peter F Zipfel con Complement And Kidney Disease

The understanding how complement relates to glomerular diseases has evolved considerably during the last years. Substantial evidence has accumulated that explain how a defective or deregulated complement system results in kidney diseases. The combination and close interaction of basic research with clinical medicine has demonstrated an important role of complement effector and regulatory proteins in pathological settings of the kidney. A large panel of distinct human kidney diseases such as hemolytic uremic syndrome (HUS), membrano proliferative glomerulonephritis (MPGN), systemic lupus erythematosus (SLE) and in ischemic reperfusions injury and transplantation are caused by defective complement control. Genetic analyses have identified mutations in complement regulators that are associated with these diseases. Mutations have been identified in the fluid phase alternative pathway regulator Factor H and the membrane regulator Membrane Cofactor Protein MCP (CD46). The functional characterization of the mutant proteins allows to define the pathophysiological events on a molecular level. These new concepts and data on disease mechanisms already allowed to establish new diagnostic and novel promising therapeutic approaches for several human kidney diseases.
Descargar o lea el ebook de Complement And Kidney Disease en formato PDF y EPUB. Aquí puedes descargar cualquier ebook en formato PDF o Epub gratis. Use el botón disponible en esta página para descargar o leer ebooks en línea.