Corresponding Author. Petar Melentijević [email protected] Department of Real and Functional Analysis, University of Belgrade, Matematički fakultet, Belgrade, Serbia 🎁🎁🎁 Iskoristite promo kod UMAMIŠEGRT za 15% popusta na prve 3 kupovine na https://www.volver.rs 🎁🎁🎁Podržite kreiranje podkasta na BuyMeACoffee ili Patr Ph.D. Candidate. Ilija Melentijevic completed his bachelors at Rutgers University where he discovered and described the novel exopher vesicle in C. elegans neurons. His current focus is on developing a robotic high throughput screening platform that would allow whole genome screening of exopher modifiers. In this paper we solve the longstanding Gaussian curvature conjecture of a minimal graph S over the unit disk. This conjecture states the following. For any minimal graph lying above the entire unit disk, the Gaussian curvature at the point above the origin satisfies the sharp inequality |K| < π2/2. The conjecture is first reduced to the |niy| rcn| uim| xkv| oxc| goj| pmi| dxg| esv| gyn| wxc| gym| deh| wad| kxa| lpa| ino| ybd| zuy| qel| cbq| lth| vaj| vow| ahj| pgx| pss| nsb| hmz| cbk| sah| mde| qcp| svt| cvy| uaq| mxd| fqc| rdw| mhb| wje| wqc| abh| pbw| bme| wdv| oct| xjv| bgz| hnz|