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1.
VIZUALIZACIJA ZGRADB S PROGRAMSKIMA VMESNIKOMA GOOGLE MAPS IN GOOGLE EARTH
Boris Rebselj, 2010, bachelor thesis/paper

Abstract: V diplomskem delu smo raziskali in predstavili delovanje programskih vmesnikov Google Maps in Google Earth. V teoretičnem delu smo predstavili uporabljene jezike za razvoj spletnih aplikacij ter podrobno raziskali in predstavili različne funkcije, ki jih vmesnika ponujata. Nato smo različne funkcije tudi praktično preizkusili s pomočjo izdelane spletne aplikacije. Namen te je, da s pomočjo vmesnikov predstavimo posamezne zgradbe podjetij, njihove poslovalnice, lokacijo zgradbe oziroma zgradbo samo (3D objekt), ter osnovne informacije podjetja.
Keywords: spletne aplikacije, Google Maps API, Google Earth API, modeliranje, vizualizacija, SketchUp
Published: 23.03.2011; Views: 1884; Downloads: 194
.pdf Full text (3,34 MB)

2.
IZDELAVA PORTALA ZA ISKANJE ŠPORTNEGA PARTNERJA Z MICROSOFT SILVERLIGHT
Gregor Kovačec, 2011, undergraduate thesis

Abstract: Diplomsko delo predstavlja uporabo tehnologije Microsoft Silverlight za izdelavo portala za iskanje športnega partnerja. V delu so predstavljene tehnologije bogatih spletnih aplikacij in postopek izdelave portala od načrtovanja, implementacije do postavitve portala na internet. Pri implementaciji je poudarek na uporabi spletnih storitev WCF, na implementaciji zemljevidov in implementaciji iskanja, ki uporablja poseben pristop z uporabo iskalnih krogov. Podrobno je opisan tudi sistem za dinamično nalaganje jakostnih lestvic, ki uporablja koncept aplikacijskih domen. V zadnjem delu diplomskega dela je opisana še uporaba portala izven spletnega brskalnika in podroben opis končnega izdelka.
Keywords: Silverlight, Bogate spletne aplikacije, RIA, WCF, Bing Maps, Aplikacijske domene, Športne aktivnosti
Published: 31.03.2011; Views: 1466; Downloads: 128
.pdf Full text (9,84 MB)

3.
Tent maps inverse limits and open problems
Matevž Črepnjak, Iztok Banič, Matej Merhar, Uroš Milutinović, 2011, published scientific conference contribution abstract

Keywords: mathematics, topology, continua, inverse limits, tent maps, Knaster continua
Published: 07.06.2012; Views: 661; Downloads: 24
URL Link to full text

4.
Translation Mistakes in Bilingual Tourism Signs
Pija Kristan, 2012, undergraduate thesis

Abstract: The aim of this thesis was to analyze the language in bilingual tourism signs and tourist maps in Maribor and Ljubljana. Indicative and suggestive bilingual tourism signs were examined, as well as tourist maps found at public places and popular tourist spots. I investigated what kind of translation difficulties, mistranslations, language mistakes, and inconsistencies occur when translating tourism signs and tourist maps from Slovene into English. The theoretical part of the thesis covers the general area of tourism, the characteristics of tourism texts and tourism signs, and the characteristics of translating tourism texts and tourism signs in particular. The empirical part represents an analysis of the concrete translation difficulties found on tourism signs and tourist maps. The translation difficulties are pointed out, and suggestions for improvement are stated. The results of the analysis show that translation difficulties were found in many areas. In the area of spelling, misspellings, the use of abbreviations, and the inconsistent use of British or American English posed a problem. Regarding punctuation, translators had difficulties with the proper use of hyphens, strokes, and grave accents. In the area of grammar, inconsistencies and errors with the use of word order, capitalization, articles, and prepositions were noticed. In semantics, some information was omitted in translations, and meaning was not retained at a suitable level. The level of formality appeared too low in some instances as well, and inconsistencies in terms of using several different translations for the same source term were common.
Keywords: translation mistakes, language difficulties, tourist texts, bilingual tourism signs, bilingual tourist maps
Published: 14.12.2012; Views: 2167; Downloads: 77
.pdf Full text (1,28 MB)

5.
UPORABA GPS IN GOOGLE MAPS NA PRIMERU ANDROID APLIKACIJE REKREACIJSKI ASISTENT
Klemen Kodrič, 2013, undergraduate thesis

Abstract: V diplomske delu se bomo seznanili z izdelovanjem android aplikacij ter z uporabo GPS in Google maps na mobilnih aplikacijah. Cilj diplomske naloge je preučiti potrebne tehnologije in izdelati prototipno mobilno aplikacijo. Aplikacija omogoča, da s pomočjo GPS-a in Google maps knjižnic izrisuje pot na zaslon, ter shranjuje podatke o rekreacijah uporabnika. Za podporo mobilni aplikaciji bomo izdelali spletno storitev, katera bo skrbela za vodenje in skladiščenje podatkov o rekreacijskih dogodkih. V prvem delu diplomske naloge predstavimo android OS in tehnologije, potrebne za izdelavo aplikacije. Pri drugem delu se osredotočimo na razvoj aplikacije od grobega načrta do implementacije, ter opis uporabniškega vmesnika. Na koncu diplomskega dela analiziramo aplikacijo in poudarimo njene prednosti ter slabosti.
Keywords: GPS, Google maps, android, java, rekreacija
Published: 06.05.2013; Views: 1375; Downloads: 200
.pdf Full text (2,01 MB)

6.
ISKANJE POTI NA APROKSIMIRANEM ZEMLJEVIDU
Sandi Krivec, 2013, undergraduate thesis

Abstract: V diplomskem delu smo preučili spletno storitev Google maps, prav tako smo podrobno spoznali drevo AVL in ga tudi uporabili v naši aplikaciji. Implementirali smo aplikacijo, ki nam najde pot skozi množico različnih poti. Izdelali smo tudi spletno storitev, ki temelji na arhitekturi REST. Aplikacijo smo kasneje preuredili tako, da deluje kot spletna storitev. Izdelali smo stran HTML za odjemalce, kjer lahko preizkusijo delovanje same aplikacije.
Keywords: iskanje poti, Google maps, drevo AVL, RESTful spletna storitev
Published: 17.09.2013; Views: 1114; Downloads: 69
.pdf Full text (2,45 MB)

7.
Towards the complete classification of tent maps inverse limits
Iztok Banič, Matevž Črepnjak, Matej Merhar, Uroš Milutinović, 2010

Abstract: We study tent map inverse limits, i.e. inverse limits of inverse sequences of unit segments ▫$I$▫ with a tent map being the only bonding function. As the main result we identify an infinite family of curves in ▫$I^2$▫ such that if top points of graphs of tent maps belong to the same curve, the corresponding inverse limits are homeomorphic, and if they belong to different curves, the inverse limits are non-homeomorphic. The inverse limits corresponding to certain families of top points are explicitly determined, and certain properties of the inverse limit are proved in the case of ▫$(0,1)$▫ as the top point.
Keywords: matematika, topologija, kontinuumi, inverzne limite, mathematics, topology, continua, inverse limits, tent maps, Knaster continua
Published: 10.07.2015; Views: 377; Downloads: 16
URL Link to full text

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