Add to ORKGWe summarize the various research problems we explored and several of the theorems and proofs we studied. We give a new proof of Kolber\u27s Theorem
AbstractWe establish generalizations of certain partition theorems originating with modular equation...
The André-Oort conjecture is a problem in algebraic geometry from around 1990, with arithmetic, anal...
Este trabalho apresenta alguns resultados sobre partições de números inteiros e a importância deles ...
Our comps began as a search for a “near-bijection ” (a mapping which works on all but a small number...
We proof the final stages of the de Branges proof and the Weinstein proof of the Milin, Robertson an...
AbstractIn this note, we provide a direct and elegant bijective proof of Chung–Feller theorem
AbstractA bijective proof of a general partition theorem is given which has as direct corollaries ma...
We give five proofs of Sylow\u27s Theorem. The proofs given will be Sylow\u27s original proof, the C...
The Bieberbach conjecture about the coefficients of univalent functions of the unit disk was formula...
DeMoivre\u27s theorem is of great utility in some parts of physical chemistry and is re-introduced h...
The aim of this work was to present different approaches to the proof of Brouwer fixed point theorem...
gemeinschaft getragenen Sonderforschungsbereichs 611 an der Universität Bonn entstanden und als Manu...
Some of the most beautiful proofs in mathematics are produced when a concept from one area is used t...
Proof of Goldbach's strong conjecture in an unusual way. This is the third version. For a more clea...
In his 1984 proof of the Bieberbach and Milin conjectures de Branges used a positivity result of spe...
AbstractWe establish generalizations of certain partition theorems originating with modular equation...
The André-Oort conjecture is a problem in algebraic geometry from around 1990, with arithmetic, anal...
Este trabalho apresenta alguns resultados sobre partições de números inteiros e a importância deles ...
Our comps began as a search for a “near-bijection ” (a mapping which works on all but a small number...
We proof the final stages of the de Branges proof and the Weinstein proof of the Milin, Robertson an...
AbstractIn this note, we provide a direct and elegant bijective proof of Chung–Feller theorem
AbstractA bijective proof of a general partition theorem is given which has as direct corollaries ma...
We give five proofs of Sylow\u27s Theorem. The proofs given will be Sylow\u27s original proof, the C...
The Bieberbach conjecture about the coefficients of univalent functions of the unit disk was formula...
DeMoivre\u27s theorem is of great utility in some parts of physical chemistry and is re-introduced h...
The aim of this work was to present different approaches to the proof of Brouwer fixed point theorem...
gemeinschaft getragenen Sonderforschungsbereichs 611 an der Universität Bonn entstanden und als Manu...
Some of the most beautiful proofs in mathematics are produced when a concept from one area is used t...
Proof of Goldbach's strong conjecture in an unusual way. This is the third version. For a more clea...
In his 1984 proof of the Bieberbach and Milin conjectures de Branges used a positivity result of spe...
AbstractWe establish generalizations of certain partition theorems originating with modular equation...
The André-Oort conjecture is a problem in algebraic geometry from around 1990, with arithmetic, anal...
Este trabalho apresenta alguns resultados sobre partições de números inteiros e a importância deles ...