<p style="text-align: justify;">Kedves Kollégák,</p>
<p style="text-align: justify;">szeretném szíves figyelmükbe ajánlani az MTA Könyvtára és öt akadémiai kutatóintézet által létrehozott konzorcium <strong><strong>Athenaeum az Interneten</strong></strong> című, TÁMOP-3.2.4-09/1/KMR-2010-0025 sz. pályázat keretében elkészült oktatóprogramját, mely a <a href="http://minerva.mtak.hu" target="_blank">http://minerva.mtak.hu</a> oldalon érhető el.</p>
<h2 id="post-395" class="storytitle">MINERVA – könyvtári kisokos</h2>
<p style="text-align: justify;"><a href="http://minerva.mtak.hu/" target="_blank">Online programunk</a> azokat az információkat igyekszik egybegyűjteni, amelyekre a könyvtári kutatómunka során bárkinek szüksége lehet.</p>
<p style="text-align:justify;">A célközönséget a tudományos világ résztvevői képezik: érdeklődő egyetemi hallgatók, doktoranduszok, kutatók, egyetemi oktatók, tudományos fokozattal rendelkezők és a fokozat megszerzésén dolgozók.</p>
<p style="text-align:justify;"><a href="http://minerva.mtak.hu/" target="_blank"><img class="aligncenter size-full wp-image-396" title="Minerva" src="http://mtakhirlevel.files.wordpress.com/2012/01/minervahead.jpg?w=470&h=117" alt="" width="470" height="117" /></a></p>
<p style="text-align:justify;">A programcsomagot mindenki jól használhatja, akinek munkájához, egy egyszerű dolgozat megírásához, egy összetettebb írásos munka elkészítéséhez, vagy bármilyen tudományos projekt megvalósításához korrekt, naprakész és releváns információra van szüksége.</p>
<p style="text-align:justify;">Az online eszköz hangsúlyt fektet a tudásszerzés és átadás kooperatív jellegére, így interaktív<br /> lehetőséget biztosít a felhasználói visszacsatolásokra.</p>
<p style="text-align:justify;">A csomag a tudományos világ webes jelenlétét és a felhasználók igényeit, visszajelzéseit követve folyamatosan bővül, változik, alakul. A felhasználók munkáját fogalomtár, GYIK,<br /> többszempontú aktív linkkatalógus, valamint videotár is segíti, melyben az érdeklődők<br /> néhány perces képernyőkövetéses oktatófilmeket találnak.</p>
<h3 style="text-align:justify;"><em>Tanácsok kezdőknek</em></h3>
<p style="text-align: justify;">A tudományos élet kezdő szereplői ötleteket kaphatnak arról:</p>
<ul>
<li> hogyan kereshetnek meg eltérő formátumú dokumentumokat online könyvtári katalógusokban, előfizetéses adatbázisokban</li>
<li>hogyan gyűjthetnek anyagot egy adott témához igényes online források felhasználásával</li>
<li>hogyan tudnak hivatkozni különböző formátumú dokumentumokra, s ehhez milyen szoftveres segítséget vehetnek igénybe hogyan kezeljék kellő kritikával az internetes forrásokat, milyen referenciákra célszerű odafigyelniük az oldalak kiválasztásánál</li>
<li>milyen online forrásokat érdemes felkeresniük</li>
<li>egy-egy tudományterület feltérképezéséhez</li>
</ul>
<h3 style="text-align:justify;"><em>Ötletek haladóknak</em></h3>
<p style="text-align: justify;">A tudományos életben járatosabbak közös felületen találhatnak információkat arról:</p>
<ul>
<li> mit érdemes tudni az MTA doktora tudományos cím elnyeréséhez vezető eljárásról</li>
<li>mire való a Magyar Tudományos Művek Tára és hogyan készíthetnek publikációs listákat a segítségével</li>
<li>milyen internetes eszközöket használhatnak az idézettség kereséséhez</li>
<li>milyen nyílt archívumokban, szabad hozzáférésű folyóiratokban, repozitóriumokban helyezhetik el publikációikat és milyen céllal</li>
<li>mit mutat meg pontosan az impakt faktor és hogyan, milyen eszközökkel kereshető</li>
</ul>
<p style="text-align: justify;"><img 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" alt="" /></p>
<p style="text-align: justify;">Köszönöm a megtisztelő figyelmet!</p>
<p style="text-align: justify;">Üdvözlettel:<br />Kapus Erika</p>
<div>
<pre>--
Kapus Erika
referensz könyvtáros
Tájékoztatási és Olvasószolgálati Osztály
Magyar Tudományos Akadémia Könyvtára
1051 Budapest Arany János u. 1.
http://www.mtak.hu
-------------------------------------------------
Erika Kapus
reference librarian
Department of Reference & Readers Services
Library of the Hungarian Academy of Sciences
1051 Budapest Arany János u. 1.
Hungary
http://www.mtak.hu</pre>
</div>