PPT-Scaling Up/Out

Physical Design Challenges and Opportunities 1 3 Guojie Luo gluopkueducn 1 Wentai Zhang 1 Jiaxi Zhang 2 3 Jason Cong congcsuclaedu 1 School of EECS Peking University. 1 CD6 SE Fig 1 CD XT SE Fig 1 CD8 SE Fig 1 CD ransport brPage 3br 325 1015 Reading 325 325 Fig 3 17 59 57 Fig 2 1 1 1 brPage 4br Cyrus CD 6 SE 2 CD 8 SE 2 CD XT SE 2 CD T TRANSPORT User Instructions 1 IMPORTANT Read before operating this equipme Based on principle of Frequency shift property of Fourier Transform . MATLAB Simulation for Chirp Scaling . Pulse Compressed Chirp with no shift . Constant Shift Scaling function and shifted output, output shifted by 0.1 s . Presented by Paul. Problem. The cloud offers. Near infinite computing capabilities. Near infinite storage. On-demand access to new VMs. Pay-as-you-go model. But how do you build an application to automatically take advantage of those resources?. What is scale?. Why is scale important in landscape ecology?. What are the correct scales to use?. Scaling: bottom-up . vs. top-down approach. A few rules in scaling. How to study scalar structure?. CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS OUT CUT THIS Pochung Chen . 陳柏中. National . Tsing. . Hua. University, Taiwan. 10/14/2013, IWCSE, NTU. Acknowledgement. Collaborators. Zhi. -Long . Xue. (NTHU). Ian . P. . McCulloch (UQ, Australia). Ming-Chiang Chung (NCHU). p. 41 & 42 in math book. Multiplying or dividing two related quantities by the same number is called . scaling. . Sometimes you may need to scale back and then scale forward to find an equivalent ratio.. Tom . Blenkinsop. School of Earth and Ocean Sciences. Cardiff University. NP3 – Scales, Scaling and Nonlinear . Variability. NP3.1/CL6.12/. SSS0.6 . Scales. , scaling and extremes in the . geosciences. p. 41 & 42 in math book. Multiplying or dividing two related quantities by the same number is called . scaling. . Sometimes you may need to scale back and then scale forward to find an equivalent ratio.. Lecture note 2. Bohm Jung Yang. (March 10th, 2016). Critical phenomena and universality. Critical point. : the point in the phase diagram where a continuous phase transition occurs. Critical phenomena. E. Natasha Stavros. Ph.D. Candidate. University of Washington. Who am I? How did I get here?. B.A. in Mathematics at CU, Boulder. Minor: Computer Science. Taught Calculus Workshops in Applied Mathematics. Supported by ERC starting grant.. IEEE INFOCOM 2017, Atlanta, GA, USA. Mor. Sides. , . Anat. . Bremler. -Barr, Eli . Brosh. Interdisciplinary Center, . Herzliya. , Israel. Distributed Denial of Service. Ali S. Hadi and . Rida. Moustafa. ahadi@aucegypt.edu. ali-hadi@cornell.edu. www.aucegypt.edu/faculty/hadi. Outline of the Talk. Introduction. 2. Types of . Centering and/or Scaling. . Effects of Centering and/or Scaling. (including Community Ecology). Big fleas have little fleas. on their back to bite them, . and little fleas have lesser fleas. and so . ad infinitum. .. Swift 1733 (?). Photo of fiddler crabs from Gilbert (2000) .