01058cam2 2200265 450 E60020001489420140619080912.020051121h1996 |||||ita|0103 baengGB<<2.1: >>Early Christian and medieval antiquities. 1, Mosaics and wallpaintings in roman churchesby John Osborne and Amanda ClaridgeLondonHarvey Miller Publishersc1996384 p.ill.29 cm001E6002000148972001 A: Antiquities and ArchitectureOsborne, JohnA600200033908070132000Claridge, AmandaA600200033909070166012ITUNISOB20140619RICAUNISOBUNISOB700127492E600200014894M 102 Monografia moderna SBNM700003815Si127492acquistobethUNISOBUNISOB20051121085454.020140619080356.0rovitoEarly Christian and medieval antiquities. 1, Mosaics and wallpaintings in roman churches1690844UNISOB03019 am 2200709 n 450 9910416495203321202006092-7099-2297-510.4000/books.irdeditions.32387(CKB)4100000011363910(FrMaCLE)OB-irdeditions-32387(oapen)https://directory.doabooks.org/handle/20.500.12854/41507(PPN)26795025X(EXLCZ)99410000001136391020200728j|||||||| ||| 0enguu||||||m||||txtrdacontentcrdamediacrrdacarrierAtlas of Thailand Spatial structures and development /Doryane Kermel-TorrèsMarseille IRD Éditions20201 online resource (209 p.) 974-9575-43-1 2-7099-1541-3 This atlas portrays Thailand’s spatial structures and presents the country’s social and economic development in a territorial context. The Kingdom of Thailand has undergone many changes throughout its long history, and most recently during its vigorous growth from the middle of the 1980s. The maps and text give a comprehensive interpretation of Thailand’s internal dynamics as well as its regional and global integration. This is the first atlas of its kind for Thailand. It includes a wide range of spatial information and maps using various computer-assisted techniques. Seventy plates of maps, accompanied with commentary, cover significant topics such as: Thailand’s relation to the world-system, its place in Eastern Asia, and its population, infrastructure, urban network, production, income, education, intra-regional dynamics. The volume brings together experts in a variety of fields and methods. It will be a valuable tool for teachers and students, planners and entrepreneurs – indeed, for anyone eager to understand recent changes and prepare future diagnoses.Environmental StudiesThaïlandeagricultureatlasgéographiecarteconditions économiquesconditions socialesThailandmapeconomyThailandEconomic conditionsMapsAgricultureThailandMapsagricultureatlaseconomyThailandmapEnvironmental StudiesThaïlandeagricultureatlasgéographiecarteconditions économiquesconditions socialesThailandmapeconomyKermel-Torrès Doryane1237058Kermel-Torrès Doryane1237058FR-FrMaCLEBOOK9910416495203321Atlas of Thailand3039877UNINA02857nam 2200553 450 991081176520332120220902081701.00-8218-7602-30-8218-5019-9(CKB)3240000000069541(EBL)3112933(SSID)ssj0000850319(PQKBManifestationID)11515266(PQKBTitleCode)TC0000850319(PQKBWorkID)10832319(PQKB)11270696(MiAaPQ)EBC3112933(RPAM)1389534(PPN)197103340(EXLCZ)99324000000006954119821223h19831983 uy| 0engur|n|---|||||txtccrComplex representations of GL(2,K) for finite fields K /Ilya Piatetski-ShapiroProvidence, Rhode Island :American Mathematical Society,[1983]©19831 online resource (84 p.)Contemporary mathematics,0271-4132 ;16Includes index.Contents -- Introduction -- Chapter 1. Preliminaries: Representation Theory -- the general linear group -- 1. Linear representations of finite groups -- 2. Induced representations -- 3. The Schur algebra -- 4. The group GL(2,K) -- 5. The conjugacy classes of GL(2,K) -- Chapter 2. The representations of GL(2,K) -- 6. The representations of P -- 7. The representations of B -- 8. Inducing characters from B to G -- 9. The Schur algebra of IndGBÎ? -- 10. The dimension of cuspidal representations -- 11. The description of GL(2,K) by generators and relations --12. Non-decomposable characters of Lx --13. Assigning cuspidal representations to non-decomposable characters --14. The correspondence between v and Pv --15. The small Weil group and the small reciprocity law --Chapter 3. г-functions and Bessel functions --16. Whittaker models --17. The г-function of a representation --18. Determination of ρ by гρ --19. The Bessel function of a representation --20. A computation of гρ(ω) for a non-cuspidal ρ --21. A computation of гρ(ω) for a cuspidal ρ --22. The characters of G --References --Index.Contemporary mathematics (American Mathematical Society).160271-4132Linear algebraic groupsRepresentations of groupsFinite fields (Algebra)Linear algebraic groups.Representations of groups.Finite fields (Algebra)512/.2Pi͡atet͡skiĭ-Shapiro I. I(Ilʹi͡a Iosifovich),1929-2009,56905MiAaPQMiAaPQMiAaPQBOOK9910811765203321Complex representations of GL(2,K) for finite fields K380439UNINA