|  | Oct 31, 2025 |  |  | 
	     
			
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                | MATH 131 SC - Principles of Real Analysis I  This course is the first half of a rigorous discussion of the main concepts (convergence, continuity, differentiation, and integration) of analysis. It begins with basic topology (openness, compactness, completeness, etc.) in metric spaces and a precise treatment of numerical sequences and series and closes with uniform convergence and the great theorems of Ascoli-Arzelà and Stone-Weierstrass.
 
 Prerequisite(s): MATH 032 , MATH 060 . Recommended: MATH 101 .
 Course Credit: 1.0
 
 
 Please refer to the course schedule on the Scripps Portal for current course offerings and details. 
 
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