1.

Record Nr.

UNINA9911115383203321

Autore

Ravbar Marjan

Titolo

Geografski pogledi na družbo znanja v Sloveniji = : Geographical perspectives on the knowledge society in Slovenia / / Marjan Ravbar, Jani Kozina

Pubbl/distr/stampa

Ljubljana, : ZRC SAZU, Založba ZRC, 2012

Descrizione fisica

1 electronic resource (80 p.)

Collana

Georitem ; 19

Soggetti

Slovenia

Social groups

Regional geography

Slovenia Economic conditions Regional disparities

Lingua di pubblicazione

Sloveno

Formato

Materiale a stampa

Livello bibliografico

Monografia

Sommario/riassunto

Studies on the knowledge society and regional innovation systems and their contribution to economic growth are already well established in research literature. This book ('Geographical Perspectives on the Knowledge Society in Slovenia') is based on a geographical analysis of connections between technological knowledge, competitiveness factors, and economic effects. It proceeds from the hypothesis that economic effectiveness in a region originates from the quality of human capital, in which innovations are the precondition for social progress, competitiveness, and developmental success. This article analyzes the spatial expansion of the knowledge society based on socioeconomic and development indicators in Slovenia. The key finding is that these areas are unevenly distributed. The high share of centers of national importance and neighboring suburban municipalities in emerging urban regions stands out in particular. Areas with a high percentage of creative professions are more innovative and their economic and social development is more successful.

Raziskave o družbi znanja, regionalnih inovacijskih sistemih in njihovem prispevku h gospodarski rasti so v znanstveni literaturi že



uveljavljene. Pričujoča knjiga temelji na geografski analizi povezanosti med tehnološkim razvojem, faktorji konkurenčnosti in gospodarskimi učinki. Izhaja iz predpostavke, da gospodarska učinkovitost v pokrajini izhaja iz kakovosti človeškega kapitala, kjer so inovacije predpogoj za družbeni napredek, konkurenčnost in razvojni uspeh. V publikaciji analiziramo prostorsko razprostranjenost družbe znanja na podlagi socialno-ekonomskih in razvojnih kazalnikov v Sloveniji. Ključna ugotovitev je, da so ta območja neenakomerno razporejena. Z največjimi deleži izstopajo predvsem zaposlitvena središča nacionalnega pomena in okoliške obmestne občine v nastajajočih mestnih regijah. Območja z velikim deležem ustvarjalnih poklicev so bolj inovativna, njihov ekonomski in družbeni razvoj pa je uspešnejši.

2.

Record Nr.

UNINA9911147384103321

Autore

Bourchtein Andrei

Titolo

Counterexamples : from elementary calculus to the beginnings of analysis / / by Andrei Bourchtein and Ludmila Bourchtein

Pubbl/distr/stampa

Boca Raton, FL : , : Chapman and Hall/CRC, an imprint of Taylor and Francis, , 2014

ISBN

9781040213728

1040213723

9780429171925

0429171927

9781482246681

1482246686

Edizione

[First edition.]

Descrizione fisica

1 online resource (358 p.)

Collana

Textbooks in Mathematic

Classificazione

MAT000000MAT028000MAT037000

Disciplina

515

Soggetti

Functional analysis

Calculus

Lingua di pubblicazione

Inglese

Formato

Materiale a stampa

Livello bibliografico

Monografia

Note generali

"A Chapman & Hall Book."

Nota di bibliografia

Includes bibliographical references and index.

Nota di contenuto

Front Cover; Contents; Preface; List of Figures; Introduction; I. Functions of one real variable; 1. Elementary properties of functions; 2.



Limits; 3. Continuity; 4. Differentiation; 5. Integrals; 6. Sequences and series; II. Functions of two real variables; 7. Limits and continuity; 8. Differentiability; 9. Integrability; Bibliography; Symbol Description

Sommario/riassunto

This book provides a one-semester undergraduate introduction to counterexamples in calculus and analysis. It helps engineering, natural sciences, and mathematics students tackle commonly made erroneous conjectures. The book encourages students to think critically and analytically, and helps to reveal common errors in many examples.