Escobar Gallardo Escobar Gallardo Escobar Gallardo is a fictional character on the television show "Nip/Tuck" portrayed by Robert LaSardo. Escobar first appears in the pilot episode, introduced as the boss of McNamara/Troy patient Silvio Perez. Silvio and his brother come to Sean McNamara and Christian Troy to undergo surgery that would enable him to "get some ladies." Sean and Christian later find out that Silvio not only works for a drug dealer, but that he also molested Escobar's 6-year-old daughter. Christian later goes to a "botox party," where he meets Escobar, who reveals that he is the drug lord for whom Silvio
José F. Escobar José F. Escobar José Fernando "Chepe" Escobar (born 20 December 1954, in Manizales, Colombia) was a Colombian mathematician known for his work on differential geometry and partial differential equations. He was professor at Cornell University. He completed his mathematical undergraduate program at Universidad del Valle, Colombia. He received a scholarship that permitted him to do a master in science studies in the Institute of Pure and Applied Mathematics (IMPA) in Rio de Janeiro, Brazil. Escobar obtained his Ph.D. from the University of California, Berkeley in 1986, under the supervision of Richard Schoen. In his thesis he solved the problem known