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Giordano, Maria Jolis, Lluis Quer-Sardanyons Creator: LaTeX2e Producer: Acrobat Distiller 9.5.5 (Windows) CreationDate: Fri Nov 22 13:08:30 2019 CET ModDate: Fri Nov 22 13:08:32 2019 CET Tagged: no UserProperties: no Suspects: no Form: none JavaScript: no Pages: 35 Encrypted: no Page size: 487.559 x 691.654 pts Page rot: 0 File size: 299249 bytes Optimized: yes PDF version: 1.3 name type encoding emb sub uni object ID ------------------------------------ ----------------- ---------------- --- --- --- --------- GADFBM+Times-Italic Type 1C Custom yes yes no 483 0 GADFBN+Times-Bold Type 1C WinAnsi yes yes no 484 0 GADFBO+Times-Roman Type 1C Custom yes yes no 485 0 GADFBP+MTMI Type 1C Custom yes yes yes 492 0 GADFCA+MTSYN Type 1C Custom yes yes yes 493 0 GADFCB+MSBM10 Type 1C Custom yes yes yes 503 0 GADFCC+MTEX Type 1C Custom yes yes yes 504 0 GADFCD+CMSY10 Type 1C Custom yes yes yes 517 0 GADFDD+MSBM7 Type 1C Custom yes yes yes 311 0 GADFFE+MSAM10 Type 1C Custom yes yes no 316 0 GADFOB+MTMIB Type 1C Custom yes yes yes 320 0 Jhove (Rel. 1.22.1, 2019-04-17) Date: 2023-05-19 02:29:52 CEST RepresentationInformation: ber_a2020m2v26n1p352-386.pdf ReportingModule: PDF-hul, Rel. 1.12.1 (2019-04-17) LastModified: 2023-05-18 20:13:44 CEST Size: 299249 Format: PDF Version: 1.3 Status: Well-Formed and valid SignatureMatches: PDF-hul MIMEtype: application/pdf Profile: Linearized PDF PDFMetadata: Objects: 538 FreeObjects: 1 IncrementalUpdates: 1 DocumentCatalog: ViewerPreferences: HideToolbar: false HideMenubar: false HideWindowUI: false FitWindow: true CenterWindow: false DisplayDocTitle: false NonFullScreenPageMode: UseNone Direction: L2R ViewArea: CropBox ViewClip: CropBox PrintArea: CropBox PageClip: CropBox PageLayout: SinglePage PageMode: UseOutlines Outlines: Item: Title: Introduction Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@63440df3 Item: Title: Weak convergence for the linear additive case Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@3aeaafa6 Item: Title: Quasi-linear additive case: Existence of solution Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@76a3e297 Item: Title: Quasi-linear additive case: Weak convergence Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@4d3167f4 Children: Item: Title: Wave equation Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@ed9d034 Item: Title: Heat equation: b bounded Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@6121c9d6 Item: Title: Heat equation: b general Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@87f383f Item: Title: Acknowledgements Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@4eb7f003 Item: Title: References Destination: edu.harvard.hul.ois.jhove.module.pdf.PdfSimpleObject@eafc191 Info: Title: SPDEs with fractional noise in space: Continuity in law with respect to the Hurst index Author: Luca M. Giordano, Maria Jolis, Lluis Quer-Sardanyons Subject: Bernoulli, Vol. 26, No. 1, 2020, 352-386 Keywords: fractional noise, stochastic heat equation, stochastic wave equation, weak convergence Creator: LaTeX2e Producer: Acrobat Distiller 9.5.5 (Windows) CreationDate: Fri Nov 22 13:08:30 CET 2019 ModDate: Fri Nov 22 13:08:32 CET 2019 ID: 0xc2a8cdb43a6721bf73d6afa603ea6298, 0xc51e93d498f6e14a9937aaec33feb4cb Filters: FilterPipeline: FlateDecode Fonts: Type1: Font: BaseFont: GADFOB+MTMIB FontSubset: true FirstChar: 98 LastChar: 98 FontDescriptor: FontName: GADFOB+MTMIB Flags: Serif, Symbolic, Italic, ForceBold FontBBox: 0, -250, 994, 706 FontFile3: true EncodingDictionary: Differences: true ToUnicode: true Font: BaseFont: GADFBM+Times-Italic FontSubset: true FirstChar: 30 LastChar: 246 FontDescriptor: FontName: GADFBM+Times-Italic Flags: Serif, Nonsymbolic, Italic FontBBox: -169, -217, 1010, 883 FontFile3: true EncodingDictionary: BaseEncoding: WinAnsiEncoding Differences: true Font: BaseFont: GADFBN+Times-Bold FontSubset: true FirstChar: 40 LastChar: 121 FontDescriptor: FontName: GADFBN+Times-Bold Flags: Serif, Nonsymbolic, ForceBold FontBBox: -168, -218, 1000, 935 FontFile3: true Encoding: WinAnsiEncoding Font: BaseFont: GADFCD+CMSY10 FontSubset: true FirstChar: 68 LastChar: 78 FontDescriptor: FontName: GADFCD+CMSY10 Flags: Symbolic, Italic FontBBox: -29, -960, 1116, 775 FontFile3: true EncodingDictionary: Differences: true ToUnicode: true Font: BaseFont: GADFBO+Times-Roman FontSubset: true FirstChar: 30 LastChar: 246 FontDescriptor: FontName: GADFBO+Times-Roman Flags: Serif, Nonsymbolic FontBBox: -168, -218, 1000, 898 FontFile3: true EncodingDictionary: BaseEncoding: WinAnsiEncoding Differences: true Font: BaseFont: GADFCB+MSBM10 FontSubset: true FirstChar: 78 LastChar: 82 FontDescriptor: FontName: GADFCB+MSBM10 Flags: Symbolic FontBBox: 15, -19, 703, 685 FontFile3: true EncodingDictionary: Differences: true ToUnicode: true Font: BaseFont: GADFDD+MSBM7 FontSubset: true FirstChar: 82 LastChar: 82 FontDescriptor: FontName: GADFDD+MSBM7 Flags: Symbolic FontBBox: 15, 0, 703, 685 FontFile3: true EncodingDictionary: Differences: true ToUnicode: true Font: BaseFont: GADFCC+MTEX FontSubset: true FirstChar: 2 LastChar: 28 FontDescriptor: FontName: GADFCC+MTEX Flags: Symbolic FontBBox: 20, -2954, 1365, 46 FontFile3: true EncodingDictionary: Differences: true ToUnicode: true Font: BaseFont: GADFBP+MTMI FontSubset: true FirstChar: 2 LastChar: 181 FontDescriptor: FontName: GADFBP+MTMI Flags: Serif, Symbolic, Italic FontBBox: 0, -213, 987, 680 FontFile3: true EncodingDictionary: Differences: true ToUnicode: true Font: BaseFont: GADFFE+MSAM10 FontSubset: true FirstChar: 2 LastChar: 2 FontDescriptor: FontName: GADFFE+MSAM10 Flags: Symbolic FontBBox: 7, -463, 1331, 1003 FontFile3: true EncodingDictionary: Differences: true Font: BaseFont: GADFCA+MTSYN FontSubset: true FirstChar: 2 LastChar: 215 FontDescriptor: FontName: GADFCA+MTSYN Flags: Symbolic FontBBox: 0, -954, 1043, 900 FontFile3: true EncodingDictionary: Differences: true ToUnicode: true XMP: 2019-11-22T14:08:30+02:00 LaTeX2e 2019-11-22T14:08:32+02:00 2019-11-22T14:08:32+02:00 application/pdf Bernoulli, Vol. 26, No. 1, 2020, 352-386 SPDEs with fractional noise in space: Continuity in law with respect to the Hurst index Luca M. 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