Journal of the ACM 32 (1985), 652–686. CrossRef R. E. Tarjan. Amortized computational complexity. SIAM Journal on Algebraic and Discrete Methods 6 (1985), 306–318. CrossRef About this Chapter Title Single and Bulk Updates in Stratified Trees: An Amortized andWorst-Case Analysis Book...
When this case holds, and the time complexity of computing the base-cases of the recurrence does not exceed M(||s||) (i.e. when the amortized running time for computing each one of the Θ(||s||2) base cases is [Math Processing Error]OM(||s||)||s||2), we say that the ...
Automated analysis to obtain quantitative performance characteristics of programs is a key feature of static analysis. Obtaining precise worst-case complexity bounds is a topic of both wide theoretical and practical interest. The manual proof of such bounds can be cumbersome as well as require mathemat...