00930nam0 2200277 450 00001169820180618145715.020080522d1959----km-y0itay50------bafreFRa-------001yy<<Les >>tubes à vide dans la technique des impulsionsP. A. Neeteson[traduit par Jean-François Marchand]2e édition revue et completéeParisDunod1959IX, 209 p.ill.22 cmBibliothèque technique Philips0112001Bibliothèque technique PhilipsElettronica degli impulsiTubi elettronici621.38119Neeteson,Pieter Adrianus631332ITUNIPARTHENOPE20080522RICAUNIMARC000011698621.381/13814313PISTTubes à vide dans la technique des impulsions1204350UNIPARTHENOPE00929cam0 22002893 450 SON000784520210420105049.0884591113620031118d1995 |||||ita|0103 baitaIT<<I >>racconti della KolymaVarlam SalamovMilanoAdelphi1995631 p.22 cmBiblioteca Adelphi298Traduzione di Marco Binni001LAEC000159212001 *Biblioteca Adelphi298Salamov, VarlamAF00014364070144325ITUNISOB20210420RICAUNISOBUNISOB853|Coll|7|K91229SON0007845M 102 Monografia moderna SBNM853|Coll|7|K000046-bSI91229DONONAlfanoUNISOBUNISOB20161024101044.020161024101125.0AlfanoRacconti della Kolyma505767UNISOB03310nam 2200625 450 991081274830332120170822144517.01-4704-0288-2(CKB)3360000000464881(EBL)3114367(SSID)ssj0000973529(PQKBManifestationID)11581306(PQKBTitleCode)TC0000973529(PQKBWorkID)10959905(PQKB)10436064(MiAaPQ)EBC3114367(RPAM)11997915(PPN)195415825(EXLCZ)99336000000046488120000505d2000 uy| 0engur|n|---|||||txtccrFrames, bases, and group representations /Deguang Han, David R. LarsonProvidence, Rhode Island :American Mathematical Society,2000.1 online resource (111 p.)Memoirs of the American Mathematical Society,0065-9266 ;number 697"September 2000, volume 147, number 697 (first of 4 numbers)."0-8218-2067-2 Includes bibliographical references (pages 93-94).""Contents""; ""Abstract""; ""Introduction""; ""Chapter 1. Basic Theory for Frames""; ""1.1. A Dilation Viewpoint on Frames""; ""1.2. The Canonical Dual Frame""; ""1.3. Alternate Dual Frames""; ""Chapter 2. Complementary Frames and Disjointness""; ""2.1. Strong Disjointness, Disjointness and Weak Disjointness""; ""2.2. Characterizations of Equivalence and Disjointness""; ""2.3. Cuntz Algebra Generators""; ""2.4. More on Alternate Duals""; ""Chapter 3. Frame Vectors for Unitary Systems""; ""3.1. The Local Commutant and Frame Vectors""; ""3.2. Dilation Theorems for Frame Vectors""""3.3. Equivalence Classes of Frame Vectors""""Chapter 4. Gabor Type Unitary Systems""; ""Chapter 5. Frame Wavelets, Super-wavelets and Frame Sets""; ""5.1. Frame Sets""; ""5.2. Super-wavelets""; ""5.3. A Characterization of Super-wavelets""; ""5.4. Some Frazier-Jawerth Frames""; ""5.5. MRA Super-wavelets""; ""5.6. Interpolation Theory""; ""Chapter 6. Frame Representations for Groups""; ""6.1. Basics""; ""6.2. Frame Multiplicity""; ""6.3. Parameterizations of Frame Vectors""; ""6.4. Disjoint Group Representations""; ""Chapter 7. Concluding Remarks""; ""7.1. Spectral families of frames:""""7.2. A Joint Project with Pete Casazza""""7.3. A Matrix Completion Characterization of Frames""; ""7.4. Some Acknowledgements""; ""7.5. Density and Connectivity of Gabor Type Frames""; ""Bibliography""Memoirs of the American Mathematical Society ;no. 697.Frames (Vector analysis)Operator theoryWavelets (Mathematics)Representations of groupsFrames (Vector analysis)Operator theory.Wavelets (Mathematics)Representations of groups.510 s515/.63Han Deguang1959-311204Larson David R.1942-MiAaPQMiAaPQMiAaPQBOOK9910812748303321Frames, bases, and group representations4021094UNINA