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Useful Inequalities {x2 > 0} v0.41a · November 11, 2023 Cauchy-Schwarz � n P i=1 xiyi �2 ≤ � n P i=1 x2 i � � n P i=1 y2 i � Minkowski � n P i=1 |xi + yi|p � 1 p ≤ � n P i=1 |xi|p � 1 p + � n P i=1 |yi|p � 1 p for p ≥ 1. Hölder n P i=1 |xiyi| ≤ � n P i=1 |xi|p �1/p � n P i=1 |yi|q �1/q for p, q > 1, 1 p + 1 q = 1. Bernoulli (1 + x)r ≥ 1 + rx for x ≥ −1, r ∈ R \ (0, 1). Reverse for r ∈ [0, 1]. (1
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About I am a researcher in computer science, interested in data structures, algorithms, combinatorics, and other related (and unrelated) topics. Since 2018 I work as an assistant professor at Freie Universität Berlin, in the Theoretical Computer Science group (semi-official page). I obtained my PhD at Saarland University in Saarbrücken, Germany, where my advisor was Raimund Seidel. Afterwards I sp
FishEyeTabs 0.17 FishEyeTabs is a tiny extension for Mozilla Firefox that makes tab selection easier when many tabs are open. If tabs become too small, their labels are not readable. In Firefox 1.5 scrolling was introduced, which is often distracting, because the user has to switch from clicking tabs to clicking arrows and back. FishEyeTabs is an alternative to scrolling, it makes tabs visible usi
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