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Sep 2
curiosamathematica:

It is possible to define a consistent addition of points on certain kinds of curves (elliptic curves). This arithmetic plays an important role in modern mathematics. For instance, Wiles’ proof of Fermat’s last theorem is a consequence of the modularity theorem (once known as the Taniyama-Shimura-Weil conjecture), which gives a strong connection between elliptic curves and modular forms. Elliptic curves over finite fields also have cryptographic applications, or can be used for integer factorization.

curiosamathematica:

It is possible to define a consistent addition of points on certain kinds of curves (elliptic curves). This arithmetic plays an important role in modern mathematics. For instance, Wiles’ proof of Fermat’s last theorem is a consequence of the modularity theorem (once known as the Taniyama-Shimura-Weil conjecture), which gives a strong connection between elliptic curves and modular forms. Elliptic curves over finite fields also have cryptographic applications, or can be used for integer factorization.

Sep 2

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Sep 2

(Source: beautifulsecrets42)

Sep 2
home

home

(Source: molteviteunsoloamorelove)

Sep 2

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Sep 2
Sep 2
vvhitehouse:

awwww-cute:

Show off

THE LITTLE PAW SHOWING THROUGH THE BOWL IM WEAK

vvhitehouse:

awwww-cute:

Show off

THE LITTLE PAW SHOWING THROUGH THE BOWL IM WEAK

Sep 2
singingsh0wtunes:

subway sure doesn’t mess around when it comes to puns

singingsh0wtunes:

subway sure doesn’t mess around when it comes to puns

Sep 1

nevver:

Swimming lessons, Shawn Heinrichs

Sep 1

(Source: generichenle)