Add to ORKGIn a set of Hauptmoduls lived a function by the name of Jay. The year was 1979. Jay was quite old, though whether he was 100 or had lived forever was a matter only mathe-matical philosophers cared about. This particular day, Jay went about his usual business of generating other modular functions. Jay had always been connected to many of hi
The Conway-Norton monstrous moonshine conjecture set off a quest to discover the connection between ...
This paper is an introduction to the Monstrous Moonshine correspondence aiming at an undergraduate l...
We define ‘values’ of the elliptic modular j-function at real quadratic irrationalities by using Hec...
The first published notion that the j-function was in any way related to the Monster came in 1979, w...
In this paper we prove a functional transcendence statement for the j-function which is an analogue ...
Over the last 20 years, the modular function has become widely known through its miraculous interven...
Classically, the theory of complex multiplication asserts that the value of the usualelliptic modula...
For many people, the terms "mathematical function" probably call to mind something resembling the eq...
I give a model-theoretic setting for the modular j function and its derivatives. These structures, h...
We prove some unconditional cases of the Existential Closedness problem for the modular j-function. ...
The year 1987 was the centenary of Ramanujan's birth. He died in 1920 Had he not died so young, his ...
We give a method for expressing the modular j-invariant function J in a rational function of generat...
John Napier (1550–1617) is celebrated today as the man who invented logarithms—an enormous intellect...
AbstractThe modular function j is of great importance, specially in number theory. In this paper, we...
International audienceJonathan M Borwein died on August 2nd (see http://experimentalmath.info/blog/2...
The Conway-Norton monstrous moonshine conjecture set off a quest to discover the connection between ...
This paper is an introduction to the Monstrous Moonshine correspondence aiming at an undergraduate l...
We define ‘values’ of the elliptic modular j-function at real quadratic irrationalities by using Hec...
The first published notion that the j-function was in any way related to the Monster came in 1979, w...
In this paper we prove a functional transcendence statement for the j-function which is an analogue ...
Over the last 20 years, the modular function has become widely known through its miraculous interven...
Classically, the theory of complex multiplication asserts that the value of the usualelliptic modula...
For many people, the terms "mathematical function" probably call to mind something resembling the eq...
I give a model-theoretic setting for the modular j function and its derivatives. These structures, h...
We prove some unconditional cases of the Existential Closedness problem for the modular j-function. ...
The year 1987 was the centenary of Ramanujan's birth. He died in 1920 Had he not died so young, his ...
We give a method for expressing the modular j-invariant function J in a rational function of generat...
John Napier (1550–1617) is celebrated today as the man who invented logarithms—an enormous intellect...
AbstractThe modular function j is of great importance, specially in number theory. In this paper, we...
International audienceJonathan M Borwein died on August 2nd (see http://experimentalmath.info/blog/2...
The Conway-Norton monstrous moonshine conjecture set off a quest to discover the connection between ...
This paper is an introduction to the Monstrous Moonshine correspondence aiming at an undergraduate l...
We define ‘values’ of the elliptic modular j-function at real quadratic irrationalities by using Hec...