… the conjecture, it was clearly manifest that a magnificent piece … this story of the Bieberbach
Conjecture by presenting a large … includes de Branges’ proof of the conjecture. To his original …

… The rage I had felt when I first realized he had tricked me into attempting to prove
Goldbach's Conjecture had already given way to more charitable feelings. Now, an element of …

… In this note we shall prove and generalize a conjecture of Odlyzko, using O'… conjectured
that in fact for every k > 0, all of the coefficients of the above series alternate in sign. We prove …

… it and stand proud, alone and magnificent. One such pinnacle had … clear that he is far from
proving the Riemann hypothesis. '… is going to prove a conjecture of Halphen, to the effect that …

… of the ‘magnificent four’ theory [1], and conjecture the free field … prove a sign rule that allows
one to pass from the residue picture to the tangent space picture; in Sect. 2.5 we conjecture …

… conjectures by famousandlessfamous mathematicians that have been published over the
years. Some of these conjectures have been subsequently supported by proof, while some …

… A proof is outlined for the conjecture that, if-;4 and B are Hermitian matrices, unitary matrices
u and Vexist such that e'4e'B = e''U4u +""- I. The proof uses results announced by BV Lidskii …

… The Poincaré conjecture and Perelman's proof of it is one of the greatest achievements of …
The Poincaré Conjecture tells the story of the mathematics behind the conjecture and its proof. …

… mathematical conjecture is true or not. Would such a powerful tool spell the end of proof as
… Would that falsify or just tarnish all the magnificent theories, concepts and techniques which …

… Somewhat later, interest in this “Conjecture” was further heightened by the advent of two …
"Lam has done a magnificent job of organizing the mated al and presenting complete proofs of …