  Being comparable in quantum systems makes it possible for spaces with varying
dimensions to attribute each other using special conversions can attribute
schrodinger equation with like-hydrogen atom potential in defined dimensions to
a schrodinger equation with other certified dimensions with isotropic
oscillator potential. Applying special transformation provides a relationship
between different dimensions of two quantum systems. The result of the
quantized isotropic oscillator can be generalized to like-hydrogen atom problem
in different dimensions. The connection between coordinate spaces in different
dimensions can follow a specific relation that by using it and applying the
parametric definition in two problems, energy spectrum and like-hydrogen atom
potential wave functions problem will be solved.
