972bf6cd77240e6431de2b31248cafd1 elenotdis_a2014m9v46p35.pdf e181be2f2d7afc8942fdc7bee5d697918cdb13c7 elenotdis_a2014m9v46p35.pdf fa1b171476ea128588a62a18a6c0a4e6b1606d868126cda64eee173f96d701e7 elenotdis_a2014m9v46p35.pdf Title: Subject: Keywords: Author: Creator: LaTeX with hyperref package Producer: pdfTeX-1.40.13 CreationDate: Mon Jun 30 06:01:11 2014 ModDate: Tue Nov 10 16:24:48 2015 Tagged: no UserProperties: no Suspects: no Form: AcroForm JavaScript: no Pages: 9 Encrypted: no Page size: 595.276 x 841.89 pts (A4) Page rot: 0 File size: 1131476 bytes Optimized: yes PDF version: 1.6 name type encoding emb sub uni object ID ------------------------------------ ----------------- ---------------- --- --- --- --------- FNPONQ+CMR8 Type 1 Builtin yes yes no 174 0 NGVMMV+CMMI8 Type 1 Builtin yes yes no 177 0 ZYCZXM+MSBM10 Type 1 Builtin yes yes no 180 0 CZPXAE+CMR12 Type 1 Builtin yes yes no 183 0 FZWOLL+CMR17 Type 1 Builtin yes yes no 186 0 KDECBU+CMMI12 Type 1 Builtin yes yes no 189 0 DSSKKS+CMTI10 Type 1 Builtin yes yes no 192 0 APYIHO+CMMI10 Type 1 Builtin yes yes no 195 0 FXPHQN+CMSY10 Type 1 Builtin yes yes no 198 0 FYGEPU+CMR7 Type 1 Builtin yes yes no 201 0 MBYPGN+CMBX10 Type 1 Builtin yes yes no 204 0 VZEUYW+CMTT10 Type 1 Builtin yes yes no 207 0 RAQKKZ+CMR10 Type 1 Builtin yes yes no 210 0 UQCNSL+CMBX12 Type 1 Builtin yes yes no 213 0 WHOSFZ+CMTI12 Type 1 Builtin yes yes no 216 0 Calibri TrueType WinAnsi yes no no 169 0 DWNMGN+CMR6 Type 1 Builtin yes yes no 66 0 VPLWUJ+CMSY8 Type 1 Builtin yes yes no 75 0 NQLEEW+CMSY6 Type 1 Builtin yes yes no 72 0 DKTWRN+CMEX10 Type 1 Builtin yes yes no 69 0 MXCAJA+CMMI6 Type 1 Builtin yes yes no 79 0 Jhove (Rel. 1.6, 2011-01-04) Date: 2016-07-15 03:10:11 CEST RepresentationInformation: elenotdis_a2014m9v46p35.pdf ReportingModule: PDF-hul, Rel. 1.8 (2009-05-22) LastModified: 2016-07-14 13:27:45 CEST Size: 1131476 Format: PDF Version: 1.6 Status: Well-Formed, but not valid SignatureMatches: PDF-hul ErrorMessage: Invalid Resources Entry in document Offset: 440640 ErrorMessage: Invalid Resources Entry in document Offset: 440640 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid name tree Offset: 1126405 ErrorMessage: Invalid name tree Offset: 1126405 ErrorMessage: Invalid name tree Offset: 1126405 ErrorMessage: Invalid name tree Offset: 1126405 ErrorMessage: Invalid name tree Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 ErrorMessage: Invalid destination object Offset: 1126405 InfoMessage: Outlines contain recursive references. MIMEtype: application/pdf Profile: Linearized PDF PDFMetadata: Objects: 0 FreeObjects: 1 IncrementalUpdates: 0 DocumentCatalog: PageLayout: SinglePage PageMode: UseOutlines Outlines: Item: Title: Introduction Filters: FilterPipeline: FlateDecode XMP: application/pdf 2014-06-30T06:01:11+02:00 LaTeX with hyperref package 2015-11-10T16:24:48+01:00 2015-11-10T16:24:48+01:00 pdfTeX-1.40.13 False This is MiKTeX-pdfTeX 2.9.4535 (1.40.13) uuid:87609829-4c8c-4293-9c02-b18b15b7e1f2 uuid:35df98bc-a494-4f34-b044-35be82176a5b Pages: Page: Sequence: 1 Annotations: Annotation: Subtype: FreeText Contents: This is the author's versión of a work that was accepted for publication in Electronic notes in discrete mathematics (Elsevier). Changes resulting from the publishing process, such as peer review, editing, corrections, structural formatting, and other quality control mechanisms may not be reflected in this document. Changes may have been made to this work since it was submitted for publication. A definitive versión was subsequently published in Barrolleta, Ro- land D. and Villanueva, M. “Partial permutation decoding for binary linear Hadamard codes” in Electronic notes in discrete mathematics, vol. 46 (Sep. 2014), p. 35-42. 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