The discussion centers on the integration of the function ∫e^√x/√x dx and whether to use u substitution or integration by parts. Participants suggest that u substitution is appropriate, specifically letting u = √x, which leads to the differential du = 1/(2√x) dx. This substitution simplifies the integral to 1/2 ∫e^u du. There is also a side conversation about formatting issues with mathematical expressions in the forum. Overall, the focus remains on determining the correct method for solving the integral.