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    Archived pages: 12 . Archive date: 2013-11.

  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: .. Gene Golub SIAM Summer School.. July 4 - 15, 2011.. Waves and Imaging.. University of British Columbia, Vancouver, Canada.. Course Description.. Radar Imaging.. Tomography.. Seismic Imaging.. Random Media.. How to Apply.. Local info.. Downloadable Materials.. Participants.. Share This Page.. Facebook.. Twitter.. Sponsors.. The 2011 Gene Golub SIAM Summer School is the second in a new yearly series of SIAM summer schools on applied and computational mathematics, for graduate students worldwide.. The 2011 G2S3 is a satellite event of.. ICIAM 2011.. , the International Congress on Industrial and Applied Mathematics, taking place on July 18-22, 2011, in Vancouver.. Update:.. Admission to the summer school is now closed.. We were overwhelmed by the number of outstanding applicants, and had to make very hard choices.. Thank you for your interest in the summer school!.. This year's mini-courses:.. Margaret Cheney.. Rensselaer Polytechnic Institute.. Computerized Tomography.. Frank Natterer.. WWU Muenster.. Laurent Demanet.. Massachusetts Institute of Technology.. Imaging in Random Media.. Josselin Garnier.. Paris  ...   goal of the summer school is to lead the participants to appreciate the myriad of research-level questions left open in mathematics, numerical methods, and practical applications of imaging with waves.. The summer school targets mathematics graduate students with interests in computational mathematics, partial differential equations, numerical methods, statistical signal processing, image processing, inverse problems, or compressed sensing.. Graduate students from engineering, geophysics and other departments who have affinities with mathematics are also strongly encouraged to apply.. There is a limit of 50 participating students.. There will be no registration fee.. Funding for local accommodation and/or local expenses will be available for some of the participants.. Limited travel funds may also be available.. See the guidelines on how to apply.. The application deadline is February 1, 2011.. Note that this is not a conference or a workshop.. Participation in the summer school is restricted to students who are currently working toward a M.. S.. , Ph.. D.. , or equivalent degree..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: Radar Imaging - Week 1.. www.. rpi.. edu/~cheney/.. The lectures will begin with an overview of the idea of radar imaging, including some beautiful images to provide motivation.. The radar system architecture is discussed, along with a mathematical description of what each part of the system does to the transmitted or received signal.. The processing of the received signal already involves interesting mathematical ideas to pull the signal out of the noise.. Next there will be a discussion of how the electromagnetic waves propagate after they leave the antenna.. The propagation of electromagnetic waves is governed by Maxwell's equations; the audience will learn why a scalar wave equation is appropriate for most analysis of radar scattering.. The analysis of radar signals will be provided first with a simple one-dimensional wave propagation model.. The audience will learn from this that radar can measure both target range and target velocity, but that there is an uncertainty principle that both range and velocity cannot be measured simultaneously with arbitrary accuracy.. The theory based on the one-dimensional model is sufficient to understand some of the basic ideas behind high-resolution imaging, and understanding this point of view is important for communicating with radar engineers.. Next, a  ...   The discussion of antennas will begin with a slide show of the many different forms of antennas.. For the analysis of radiation from antennas, the full vector Maxwell's equations will be used; in particular, the vector potential formulation will be introduced and used to derive a formula relating the current density on the antenna to the far-field radiation pattern.. Examples will be included to show how typical antenna beam patterns arise.. With three-dimensional wave propagation and antenna beam patterns now understood, the lectures will address spotlight-mode SAR.. The audience will discover the similarity between ISAR and spotlight-mode SAR.. Next, strip-map mode SAR will be addressed.. Here the imaging process is more complicated and depends on the fact that the map from target reflectivity to radar signal is a FIO (Fourier Integral Operator).. The audience will learn how to construct a parametrix (approximate inverse) for the FIO; applying this parametrix to the radar signal results in a strip-map mode SAR image.. Properties of this image follow from the properties of the FIO; the necessary notions from microlocal analysis will be introduced.. The lectures will end with a survey of the state of the art and of some of the areas of active research..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: Computerized Tomography - Week 1.. math.. uni-muenster.. de/u/natterer/.. We start with a short description and a brief account of the history of CT.. Then the basic integral transforms, in particular the Radon transform, are introduced.. Their basic properties, in particular their relation to the Fourier transform, are studied.. In preparation of the treatment of reconstruction algorithms, and as a complement to Cheney's lab, an introduction to sampling theory and discrete Fourier  ...   inverse transforms are studied in a Sobolev space framework.. Based on these results, reconstruction algorithms for various tomographic problems are derived.. The spatial resolution of these algorithms is analyzed in the light of Shannon's sampling theorem.. As basis for the treatment of iterative reconstruction algorithms we give a convergence analysis of the Kaczmarz method for linear systems.. We finish with an outlook on related imaging techniques, such as MRI, PET and SPECT..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: Seismic Imaging - Week 2.. mit.. edu/~laurent.. With two guest lectures and one computer lab by Felix Herrmann (EOS, UBC).. The course will pick up where Cheney and Natterer left it.. Multiple scattering series, backprojection in uniform media, and the Radon transform are assumed known from week 1, but may be reviewed if necessary.. An effort will be made to harmonize notations and synchronize topics with the lecturers from week 1.. The course will start by a brief description of the experimental setups in global and exploration seismology.. It is then shown how to linearize the seismic inversion problem, and how to solve it in its linearized form.. Reflection and transmission of waves at interfaces are explained.. The adjoint-state method for seismic imaging, a.. k..  ...   radar imaging (seen with Cheney on week 1.. ).. Seismic imaging departs from radar in the sense that the medium in which waves propagate is inhomogeneous.. In this context, geometrical optics is a beautiful high-frequency simplification that explains waves through rays and wavefronts.. The eikonal equation is derived for the traveltime function.. The modeling and imaging operators are reformulated as generalized Radon transforms (a.. Kirchhoff migration) in the scope of geometrical optics.. Some microlocal analysis is performed to quantify how singularities are mapped by these operators.. This material essentially settles the seismic imaging problem in the linearized, high-frequency regime.. One lecture will also be devoted to sparse regularization for radar and seismic imaging problems, including a short review of compressed sensing, and methods of $\ell_1$ optimization..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: Imaging in Random Media - Week 2.. proba.. jussieu.. fr/~garnier/.. Introduction to active array imaging, passive array imaging, time reversal experiments and cross correlation imaging techniques.. Comparisons in homogeneous media and in random media.. Some useful identites: reciprocity, Green's identities, Helmholtz-Kirchhoff identity.. Basic resolution theory not covered during week 1.. Least-square imaging, weighted subspace imaging (including MUSIC).. Wave propagation in random media: The one-dimensional case.. One-dimensional random processes, a little bit of theory and simulation techniques.. Limit theorems for differential equations with random coefficients: homogenization and diffusion approximation.. Applications to imaging and time-reversal in random media.. Resolution and statistical stability analysis.. Wave propagation in random media: The paraxial regime.. Multi-dimensional random  ...   noise, in the presence of cluttered noise due to a random medium in the single-scattering approximation, in the presence of cluttered noise due to a random medium in the multiple-scattering regime.. Statistical hypothesis testing.. Detection test and localization of a point target.. Optimal (weighted subspace) migration techniques for a point target and for an extended target.. Passive sensor imaging using ambient noise.. The ideal case when the noise sources are uniformly distributed.. The problem when the noise sources are spatially localized.. Use of geometric optics approximation (in coordination with Demanet's course).. Role of scattering due to a random medium: trade-off between enhanced resolution due to directional diversity enhancement and signal-to-noise ratio reduction..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: Application Deadline: February 1st 2011.. Candidates should email, or make sure the following documents are emailed:.. Cover letter.. CV.. Transcripts of relevant classes (course titles and grades - no need for course descriptions).. At least one letter of recommendation.. The cover letter should detail the applicant's interest in the summer school, and whether financial support is requested or not.. The letter(s) of recommendation should be emailed directly by the letter writer(s), and should not be seen by the candidate.. All the documents should be in English, and in text or pdf format only.. "Word" documents will not be read.. Admission is limited to graduate students (working toward a MS or PhD or equivalent).. Students from all countries are invited to apply.. Help will be provided  ...   the participants.. While it is our goal to refund expenses for as large a fraction of participants as we can, we cannot make guarantees at this point.. Candidates are strongly encouraged to inquire whether travel support is available with their advisor, and indicate so in their cover letter.. Funding decisions will be communicated in the notification letters of the successful candidates.. More information on the cost of housing can be found under the Miscellaneous tab.. Questions?.. The email address above will be monitored for your messages.. The deadline for applications is February 1st, 2011.. Notifications will happen in late February or early March.. Applicants to the G2S3 summer school may also be interested in the.. internship opportunities.. in the Imaging and Computing group at MIT..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: Local information.. Here is a.. campus map.. for UBC.. Housing.. The fifty G2S3 participants will stay at the Marine Drive Residence on the campus of the University of British Columbia, from July 3 to July 16, 2011.. Each participant will stay in a private bedroom with single bed, telephone and clock radio, in a four-bedroom shared apartment.. Directions to the Marine Drive Residence:.. google maps.. Marine Drive is in square E2 on the campus map (link above).. The address is 2205 Lower Mall, Vancouver, BC Canada V6T 1Z4.. Here is.. more practical info.. about the Marine Drive Residence.. Courses.. The course schedule is.. here.. On the first day (Monday July 4), please come to the lecture room at 8:00am.. The lectures will be held in room.. GEOG 100.. at C3 on the campus map.. During the first morning coffee break you will receive a voucher to purchase your own lunches on campus.. The Student Union building (at C4 on the map) has a variety of options for lunch.. A meeting room that we will use all day for coffee breaks and to bring back your lunch is.. WMAX 216.. at C2 on the map (.. PIMS.. 's building).. The computer labs will be held in room.. LSK 310.. at C3 on the map.. The dinners will be held in the Gallery Lounge  ...   the map.. It is a 10-minute walk to the Marine Drive Residence from this bus stop.. An alternative to walking is the C20 shuttle which takes you part of the way from North Bus Loop to the Marine Drive Residence.. More info on the campus shuttles is.. Again, change is not returned on the shuttle fare.. You will find thorough information in the.. Visitor guide.. handed out by PIMS.. Related meetings.. The Gene Golub SIAM Summer School is a satellite event of.. This major conference is held every four years in lieu of the SIAM Annual Meeting.. Many minisymposia will address the topic of Waves and Imaging at ICIAM, including an extended "Industry Focus Area" on imaging and inverse problems co-organized by William Symes, Felix Herrmann, Timo Betcke, and Laurent Demanet.. All participants of the summer school are strongly encouraged to extend their stay in Vancouver for ICIAM 2011.. We also encourage participation in the.. Waves 2011.. conference (July 25-29, Simon Fraser University) for a full month of fun in Vancouver! The deadline for submitting an abstract for a contributed talk or poster to Waves 2011 is January 15, 2011.. The 2011 edition of the G2S3 follows in the footsteps of the very successful ISSNLA summer school, which took place in Italy in July 2010.. SIAM lists the previous editions of the G2S3..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: The slides for Margaret Cheney's presentations are.. (Scroll down to Margaret Cheney, then Part 1 Presentation Slides (pdf), etc.. ) Three writeups for the radar labs are.. lab-fourier.. ,.. lab-radar.. and.. lab-radar2.. A fan-beam CT dataset is.. Some handwritten notes for seismology can be downloaded from.. this course website.. (Scroll down to bibliographic references.. ) Some typeset notes were kindly provided by Thibaut Lienart.. and Nicholas Maxwell.. Here are the slides for Felix Herrmann's lectures:.. slides 1.. slides 2.. Here are the 2 files for the Marmousi model:.. marmousi.. dat.. marmousi_setup.. m.. From James Hall: the.. dataset P_hat.. that you can load in Matlab for the linearized Marmousi example.. The variables are arranged as follows:.. omega - [1 x 128] Frequencies (128 evenly spaced frequencies ranging from 96*pi  ...   *3* sources (s = 1, 64, and 128)the row sequence will look like (1,1), (1,2), (1,3).. (64,1), (64,2).. (128,127), (128,128).. xx,yy - [128 x 128] x- and y- coordinates.. G(omega,d) - Function that provides G_hat value as a function of frequency (omega) and propagation distance (d).. P_hat - [384 x 128] Data set values arranged with transducer pairs in each row (corresponding to xdcrInd) and frequencies in the columns (corresponding to omega).. Please note that no Ricker wavelet was applied in this example.. It is fine to ignore the wavelet issue at first.. Notes for random media and passive imaging:.. intro probability.. Labs for random media and passive imaging:.. labs days 1 and 2.. lab day 3.. lab day 4.. The event poster in.. US letter.. A4.. formats..

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  • Title: Gene Golub SIAM Summer School 2011
    Descriptive info: Acosta, Sebastian.. Al-Aifari, Reema.. Allavena, Silvia.. Ambikasaran, Sivaram.. Andrew, Victoria.. Aprahamian, Mary.. Asnaashari, Amir.. Birkisson, Asgeir.. Boulier, Thomas.. Chowdhary, Kenny.. Crestel, Ben.. Curtis, Charlotte.. Davis, Jacque.. Efimova, Ekaterina.. Farmer, Brittan.. Giorgi, Giovanni.. Hahn, Bernadette.. Hall, James.. Haunton, Rebecca.. Howarth, Charlotta.. Jumah, Bander.. Kirmani, Ahmed.. Kurrant, Douglas.. Letourneau, Pierre-David.. Li, Honglei.. Lienart,  ...   Marie.. Mohan, Jayanth.. Mohy-uh-Din, Hassan.. Ning, Tu.. Nunes, Vitor.. Parks, Helen.. Poderico, Mariana.. Ramirez, Carlos.. Richardson, Mark.. Rothauge, Kai.. Ryu, Ernest.. Saibaba, Arvind.. Semenov, Dmitriy.. Thaler, Andy.. Tsuji, Paul.. Turner, Tiara.. Vikentiy, Mikheev.. Voisey, Ruth.. Vukicevic, Iva.. Wason, Haneet.. Yan, Jiupeng.. Yan, Ming.. Yang, Haizhao.. Yang, Yi.. Zepeda, Leonardo.. Zhang, Hai..

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  • Title:
    Descriptive info: MATLAB 5.. 0 MAT-file, Platform: MACI64, Created on: Thu Jul 7 00:39:57 2011 IM x ÔYw|Tž S7Ù RH IHB M¶e lz¶×Ó (.. ÃnãDS sz Ö²Ñò|±\ Wz®ô¨õVÙ òÜÊeU Tãµ Ø Û ïºó.. G4·x1¨ pèïpä{(´%ý#Pý G ÈH Z s` Ò ©GÆ!K ]Èe D Ð Ú ^BÛ`~¬36 «Ç:a]°QØBl v ËÂýøSød¼ ? ' 1 XJ¬# ÈFò¤¦«65®(aujAú¸ ]¹?å/+Ø¢¿iÀM M=Ì®" %¹øVñÅ £¥G¬_ }S S© ø7Ö~mûÞ±ÁÕÅÕè ì çñ{S|¯ûúù'ø Ï ,ÁñÁï ¯Péôdº &¦ Ä>É6±WÙól · Ïmâ åfp}ø+Ü]n ¯ã ñç8 ¿ËûÅXY+ÿI²H/I ¤,ù ÜU©P D! FÙ¤¼£L »+{e§ÒMùX ¡(Ê å+9O ä~òui ÜC $ oÈïÉ~9 í ÍâMa 0WèÀwå Ù Ì/ô æ ½ ¾J÷b®ÒGèÏéöL C2§èÏè è, ÐïPÙ K%Q Ák Xî ÊÏø ð öýà æ=îùÉ=˽ֵÐyØ1ÚqÈn°wµõ¨}¢fxõ¤ª OWÌ-_^6Â* î/6X¾0 W î ß1$ fêcõ ÂÝ Ï ´( ¯Óê Ï'ò=y³s7·] =¼ ± íJÒ 6 ãâÇÅ - IÖ6D-&ë±X4 ] Cìï ? 2ä(¸ òÕq þ ã yp ðü f 4²GÔ Då Á" á¤æºæ @ a Ê#ZX S uK L Ù 5ä.. ë ×@,¾ ûö7 ¯| _¨ý zç ³" &a¿M £ ÉÈ.. _  ¢ ¨#Æ Ä1¢%Ù |.. ¥ u] ¸.. í ¬D] ÂXÃnÃMã]Ó'æ FZ )Y\:ź®luyfå « × m·ìÏ9{;¯9 t¡îÙî î> :ï ß ÿ'~w`JÀ ü:h§NRóéûôhf*C²W GÙ]ì(v7{ ¥¹|.. 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