A question about writing the notation of the nabla operator

[sams]

I have a simple question about the notation of the nabla operator in Vector Analysis. The nabla operator is a vector differential operator and it is written as:

$$\nabla = \hat{x} \frac {∂} {∂x} + \hat{y} \frac {∂} {∂y} + \hat{z} \frac {∂} {∂z}$$

Is it okay if we accented nabla by a right arrow such that

$$\vec{\nabla} = \hat{x} \frac {∂} {∂x} + \hat{y} \frac {∂} {∂y} + \hat{z} \frac {∂} {∂z}$$

Excuse me for this silly question, but I want to know the correct notation for nabla, since I am encountering both notations on the internet. Thank you so much in advance...

 

[DrClaude]

It depends on how you note vectors. Common notations include the overhead arrow, as you wrote, but using boldface is also quite common.

The nabla operator is a vector operator, so use whatever notation you are using for vector quantities.

 

[sams]

Thank you DrClaude for your continuous help...