We analyze the amortized complexity of dynamic tables with arbitrary minimal and maximal load factors and arbitrary expansion and contraction factors.

Dynamic textures are temporally continuous and infinitely varying sequences of images with certain spatial and temporal stationarity properties and have many potential applications such as computer graphics, computer vision, animation, and computer games. These applications usually require dynamic texture segmentation that is not an easy task especially when the background is cluttered and text...

In this paper, we analyze the hash functions Dynamic SHA and Dynamic SHA2, which have been selected as first round candidates in the NIST hash function competition. These hash functions rely heavily on data-dependent rotations, similar to certain block ciphers, e.g., RC5. Our analysis suggests that in the case of hash functions, where the attacker has more control over the rotations, this appro...

Dynamic Simulation provides analysis tools for Autodesk Inventor Professional software users that allow a thorough evaluation of product performance in 3D. Dynamic Simulation provides animation, kinematics evaluation of paths and positions, and dynamic analysis to review timing and determine forces. By enhancing the virtual prototype, Dynamic Simulation streamlines the design process and provid...

Based on the fractional order of nonlinear system for love model with a periodic function as an external environment, we analyze the characteristics of the chaotic dynamic. We analyze the relationship between the chaotic dynamic of the fractional order love model with an external environment and the value of fractional order (α, β) when the parameters are fixed. Meanwhile, we also study the rel...

In this paper we introduce the concepts of backward and forward dynamic utilities. Moreover, we derive and analyze the associated with them indifference pricing systems for derivative securities.

This tutorial covers various approaches for modeling and analyzing dynamic processes in networks. Modeling the dynamic performance as a stochastic process, we apply tools from discrete and continues timeMarkov processes theory, renewal theory and queueing theory to analyze the long term, steady state, performance of the processes. Nonstochastic approaches include adversarial queueing theory, an...