SQL CTE(Common Table Expressions) Kullanımı_Logo Veritabanı Örnekli
<h2><span style="color:#000000">SQL CTE Kullanımı</span></h2> <p><span style="color:#000000">Aldığım eğitim ve internet araştırmalarıma göre <strong>SQL CTE</strong> tam anlamıyla sanal bir tablo ve sorgulmalar öncesi ön sorgu görevi gören, sanal tabloyu hemen altında ki <strong>insert, select, update</strong> komutlarıyla işlemler yaptırabileceğmiz bir yapı. 2005 De SQL dünyasına giren bir yapı olduğunu da belireyim..</span></p> <h2><span style="color:#000000">Sorgumuza geçelim ; </span></h2> <blockquote> <p><span style="color:#000000">;with SatisToplam (StokAdi, Miktar ) <br /> as<br /> (<br /> Select Code,SUM(Amount)Satis<br /> from LG_003_03_STLINE STL <br /> JOIN LG_003_ITEMS IT ON IT.LOGICALREF=STL.STOCKREF<br /> where STL.Trcode=8 <br /> GROUP BY IT.CODE<br /> ),<br /> TestToplamAlis as<br /> (Select Code Codes,SUM(Amount)Alis<br /> from LG_003_03_STLINE STL <br /> JOIN LG_003_ITEMS IT ON IT.LOGICALREF=STL.STOCKREF<br /> where STL.Trcode=1<br /> GROUP BY IT.CODE<br /> )<br /> SELECT StokAdi,Miktar,Alis<br /> from SatisToplam satis<br /> JOIN TestToplamAlis alis on alis.Codes=satis.StokAdi</span></p> </blockquote> <p><span style="color:#000000"><img 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" /></span></p> <p><span style="color:#000000">Logo veritabanını baz alarak çok basit alış ve satışların listelendiği 2 tablo yarattım. bunları joinleyerek ürünlerin alış ve satış miktarlarını yan yana getirmeyi hedefledim.Daha farklı örnekler ve çok karmaşık yapı örneklerini ise kendime sakladım . Basic seviyede kulanımını bu şekilde gösterebilirim.</span></p>