PPT-Co-Hierarchical Analysis of Shape Structures

Oliver van Kaick 14 Kai Xu 2 Hao Zhang 1 Yanzhen Wang 2 Shuyang Sun 1 Ariel Shamir 3 Daniel CohenOr 4 4 Tel Aviv University 1 Simon Fraser University. acat Univ Paris Diderot Sorbonne Paris Cite LIAFA CNRS UMR 7089 Paris ceneasighirea liafaunivparisdiderotfr Abstract We present a shape analysis for programs that manipulate overlaid data structures which share sets of objects The abstract domain con Varghese and Tony Lauck Digital Equipment Corporation Littleton, MA 01460 algorithms to implement an Operating System timer module take to start or main- rain a timer, where n is the number of outsta Applications in orthopedics, and more…. * Images: Cates J, “Shape . Modelling. and Analysis with Entropy based Particle Systems,” PhD Thesis, University of Utah. Study of ‘Shape’. What questions can it answer ?. . STORY. ANUJ SRIVASTAVA. Dept of Statistics. Florida State University. FRAMEWORK: WHAT CAN IT DO?. Pairwise . distances. between shapes. . Invariance. to nuisance groups (re-parameterization) and result in pairwise registrations.. from Fourier to Wavelets. Ming . Zhong. 2012.9. Overview (1). Harmonic analysis basics. Represent signals as the linear combination of basic overlapping, wave-like functions. Natural domain (space/time). presented by. Greta . Yorsh. Shape Analysis . [Jones and . Muchnick. 1981]. Program analysis to determine all possible . shapes of . the heap at every program point. Applications. Compiler optimizations. Cluster analysis of Florescent in Situ Hybridisation in newly . diagnosed . myeloma patients. Ieuan Walker BSc. (hons) MSc. 4.11.15. Introduction. Cytogenetics/FISH is a key part of myeloma risk stratification and has recently been included in R-ISS. Human Movements. B. . Bläsing. , W. Land, Th. . Schack. , . O. . Strogan. , D. Volchenkov . Pre-processing the VICON data for human movements.. Markers fixed on clothes are subjected to . movements of clothing, . towards functionality. Ruizhen. Hu. 1. . . Oliver van Kaick. 2. Youyi. Zheng. 3. . . Manolis. Savva. 4. 2. . Carleton University. 1 . Shenzhen University. 3. . ShanghaiTech. Collaborators: George . Necula. , Xavier Rival (INRIA). Bor-Yuh. Evan Chang. University of California, Berkeley. February-April 2008. Precise Program Analysis with Data Structures. . by Designing with the User in Mind. Dagstuhl. - Typing, Analysis, and Verification of Heap-Manipulating Programs – July 24, 2009. Xavier Rival. INRIA and ENS. . Paris. Bor-Yuh Evan Chang. University of Colorado,. . Boulder. If some of the symbols are garbled, try either installing . Homologous structures. Human Arm . Bat Wing . Whale Flipper. . Analogous. Structures . Similar functions but NOT structurally related. . Insects are arthropods and birds are vertebrates. . The wing of a bird and the wing of a butterfly are examples of . Produces a set of . nested clusters . organized as a hierarchical tree. Can be visualized as a . dendrogram. A tree-like diagram that records the sequences of merges or splits. Strengths of Hierarchical Clustering. Daniel Hodges, Tara Seymour, Emily Spurlin, and Rebecca Alexander. Department of Chemistry, Wake Forest University. Figure 4. . Schematic of structure reactions. 1M7 is added to flexible hydroxyl groups of the RNA and relative reactivity is measured so that structure can be deduced. Mortimer .