I'm reading a paper,The Hahn-Banach theorem: The life and times, by Lawrence Narici and Edward Beckesntein, and it says, I quote:

In the nineteenth century, vector meant n-tuple. Toward the end of the century, its scope was extended to include "sequence"-for some, anyway.

Waht does -for some, anyway mean here?

I'm reading a paper,The Hahn-Banach theorem: The life and times, by Lawrence Narici and Edward Beckesntein, and it says, I quote:

In the nineteenth century, vector meant n-tuple. Toward the end of the century, its scope was extended to include "sequence"-for some, anyway.

What does -for some, anyway mean here?

I'm reading a paper, and it says, I quote:

In the nineteenth century, vector meant n-tuple. Toward the end of the century, its scope was extended to include "sequence"-for some, anyway.

Waht does -for some, anyway mean here?

I'm reading a paper,The Hahn-Banach theorem: The life and times, by Lawrence Narici and Edward Beckesntein, and it says, I quote:

In the nineteenth century, vector meant n-tuple. Toward the end of the century, its scope was extended to include "sequence"-for some, anyway.

Waht does -for some, anyway mean here?