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E Matrix
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221	Mesenchymal Cell Transplantation and Myocardial Remodeling After Myocardial Infarction Jennifer A. Dixon, Robert C. Gorman, Robert E. Stroud, Shenikqua Bouges, Hamamoto Hirotsugu, Joseph H. Gorman, III, Timothy P. Marten Add to Reading List Source URL: mesoblast.com Language: English - Date: 2013-05-30 16:29:40 Ventricular remodeling MMP1 MMP3 Collagen Tissue inhibitor of metalloproteinases Angiogenesis MMP9 Myocardial infarction Cell therapy Biology Peptidase Matrix metalloproteinase
222	M ag e lla n ™ [removed]V S i On-Counter High Performance Bar Code Reader software with the Magellan 3200VSi reader Add to Reading List Source URL: www.alcom.se Language: English - Date: 2012-12-10 04:11:59 GS1 DataBar Surveillance GS1 Image scanner Data Matrix PDF417 JavaPOS QR code PSC Inc. Barcodes Identification Information
223	PNAS PLUS Molecular cartography of the human skin surface in 3D Amina Bouslimania,1, Carla Portoa,1, Christopher M. Ratha,1, Mingxun Wangb, Yurong Guoc, Antonio Gonzalezd,e, Donna Berg-Lyond,e, Gail Ackermannd,e, Gitte Add to Reading List Source URL: www.pnas.org Language: English - Date: 2015-03-30 12:17:04 Environmental microbiology Mass spectrometry Bacteriology Bioinformatics Human Microbiome Project Matrix-assisted laser desorption/ionization Peptide mass fingerprinting Metabolomics Metagenomics Biology Chemistry Microbiology
224	Scaling Manifold Ranking Based Image Retrieval Yasuhiro Fujiwara† , Go Irie‡ , Shari Kuroyama∗ , Makoto Onizuka§† †NTT Software Innovation Center, [removed]Midori-cho Musashino-shi, Tokyo, Japan ‡NTT Service E Add to Reading List Source URL: www.vldb.org Language: English - Date: 2014-11-12 16:58:00 Numerical linear algebra Matrix theory Matrices Cholesky decomposition Incomplete Cholesky factorization Adjacency matrix Singular value decomposition Orthogonal matrix Matrix Algebra Linear algebra Mathematics
225	Using BOINC to enumerate mutually orthogonal Latin squares Gerdus Benad´e, Alewyn Burger, Jan van Vuuren Grenoble, 25 Spetember 2013 Add to Reading List Source URL: boinc.berkeley.edu Language: English - Date: 2013-09-25 09:49:25 Statistics Graeco-Latin square Linear algebra Orthogonality Matrix Enumeration Mathematics of Sudoku Mathematics Design of experiments Latin squares
226	Mesenchymal Cell Transplantation and Myocardial Remodeling After Myocardial Infarction Jennifer A. Dixon, Robert C. Gorman, Robert E. Stroud, Shenikqua Bouges, Hamamoto Hirotsugu, Joseph H. Gorman, III, Timothy P. Marten Add to Reading List Source URL: www.mesoblast.com Language: English - Date: 2013-05-30 16:29:40 Ventricular remodeling MMP1 MMP3 Collagen Tissue inhibitor of metalloproteinases Angiogenesis MMP9 Myocardial infarction Cell therapy Biology Peptidase Matrix metalloproteinase
227	AN OVERVIEW OF INVERSE PROBLEM REGULARIZATION USING SPARSITY J.-L. Starck a and M. J. Fadilib , a Laboratoire AIM (UMR 7158), CEA/DSM-CNRS-Universit´e Paris Diderot, IRFU, SEDI-SAP, Service d’Astrophysique, Centre de Add to Reading List Source URL: jstarck.free.fr Language: English - Date: 2010-02-07 11:06:01 Linear algebra Mathematical analysis Applied mathematics Functional analysis Wavelet Compressed sensing Deconvolution Thresholding Sparse matrix Signal processing Mathematics Image processing
228	M ag e lla n ™ [removed]H S i In-Counter High Performance Bar Code Reader The Magellan™ 3300HSi bar code reader brings Datalogic’s new imaging technology Add to Reading List Source URL: www.alcom.se Language: English - Date: 2012-12-10 04:11:59 Information GS1 DataBar JavaPOS GS1 Data Matrix Image scanner PDF417 Universal Serial Bus QR code Barcodes Identification Computer hardware
229	V N S M A T R I X S e l e c t e d C u r r i c u l u m v i t a e VNS Matrix (articulated as V.N.S. a fauxcronym) was a cyberfeminist media art collective Add to Reading List Source URL: bucketmedia.net Language: English - Date: 2015-04-18 03:32:06 Manifesto The Matrix Matrix Australian Feminist Art Timeline Film VNS Matrix Cyberfeminism
230	Chapter 2 lecture questions Q1: “Prove that C is a real, symmetric, positive semi-definite matrix” requires us to prove that for any vector v 6= 0, it follows that vT Cv ≥ 0. Proof: vT Cv = vT E[(y − y)(y − y)T Add to Reading List Source URL: www.ocgy.ubc.ca Language: English - Date: 2013-10-04 14:07:27 Singular value decomposition Matrices Mathematics Trigonometry Rotation matrix Linear algebra Data analysis Principal component analysis

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