Elliptic curves and modular forms,

Two mathematical forms,

Connected in ways unknown,

But beautiful in their norms.

Elliptic curves, a curve of points,

A geometric representation,

Of algebraic equations,

A complex mathematical sensation.

Modular forms, a complex function,

With specific transformation,

A tool to understand the symmetry,

In the depths of mathematical sensation. 

The modular form tells a story,

Of numbers and symmetry,

While the elliptic curve,

Reveals a world of geometry. 

Together, they form a connection,

A bond that's hard to break,

As they unravel the secrets,

Of mathematics and shape. 

Elliptic curves, with their twists and turns,

And modular forms, with their symmetric shapes,

Together they form a beautiful dance,

A representation of the hidden shapes.

Modular forms, with their power series,

And elliptic curves, with their points,

Together they form a tale of wonder,

Of mathematical secrets and joints. 

Their connection is a mystery,

A puzzle for the mind,

But as we study and learn,

We'll come to understand and find, 

So let us study and learn,

And explore this connection,

For the beauty of elliptic curves and modular forms,

Is a wonder to behold and mention. 

~ Saikat Maity

The man whose another name is "The π Piper" 😉

With a love for numbers, he'll never tire.

He delves in the digits, with a curious mind,

To uncover pi's secrets, he's always inclined.

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This page is under construction......

~ Saikat Maity