Abstract
In this paper, we first review two folkloric summation techniques 
 due to two Islamic medieval scholars Karaji and Ibn al-Haytham by emphasizing on their higher-dimensional extensions. We also include several interesting examples of algebraic identities obtained
 form the generalized Ibn al-Haytham formulas and Karaji's 
 L-summing method. Finally, we 
 will also show the interplay between these two different methods 
 of summation.
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