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WhetherIs it is possible to give the representations of all possibile trancendental meromorphic solutonsolutions of the following functionfunctional equation.:

$$f(z+1)-f(z)=0.$$$$f(z+1)-f(z)=0 \, .$$

May beMaybe it is well known for the experts. I have searched for some references for this equation, however, I dodid not find the answers.

Any reference and comments will be appreciated.

Whether it is possible to give the representations of all possibile trancendental meromorphic soluton of the following function equation.

$$f(z+1)-f(z)=0.$$

May be it is well known for the experts. I have searched for some references for this equation, however, I do not find the answers.

Any reference and comments will be appreciated.

Is it possible to give the representations of all possibile trancendental meromorphic solutions of the following functional equation:

$$f(z+1)-f(z)=0 \, .$$

Maybe it is well known for the experts. I have searched for some references for this equation, however, I did not find the answers.

Any reference and comments will be appreciated.

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transcendental entire or meromorphic solution for the function equation f(z+1)=f(z)

Whether it is possible to give the representations of all possibile trancendental meromorphic soluton of the following function equation.

$$f(z+1)-f(z)=0.$$

May be it is well known for the experts. I have searched for some references for this equation, however, I do not find the answers.

Any reference and comments will be appreciated.