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		<title>Jamovi ile Doğrusal ve Lojistik Regresyon Modelleri</title>
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		<pubDate>Wed, 23 Jul 2025 13:00:37 +0000</pubDate>
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					<description><![CDATA[<p>Regresyon analizi, bağımlı bir değişkenin, bir ya da daha fazla bağımsız değişken aracılığıyla nasıl açıklandığını analiz etmeye yarayan temel istatistiksel yöntemlerden biridir. Jamovi, kullanıcı dostu arayüzüyle hem doğrusal regresyon hem de lojistik regresyon analizlerini hızlı ve etkili şekilde gerçekleştirme imkânı sunar. Doğrusal Regresyon (Linear Regression) Doğrusal regresyon, sürekli bir bağımlı değişkenin (örneğin sınav puanı) bir [&#8230;]</p>
<p>The post <a href="https://verianalizi.yaptirma.com.tr/jamovi-ile-dogrusal-ve-lojistik-regresyon-modelleri/">Jamovi ile Doğrusal ve Lojistik Regresyon Modelleri</a> first appeared on <a href="https://verianalizi.yaptirma.com.tr">Veri Analizi Yaptırma Merkezi & Danışmanlık</a>.</p>]]></description>
										<content:encoded><![CDATA[<p data-start="152" data-end="488">Regresyon analizi, bağımlı bir değişkenin, bir ya da daha fazla bağımsız değişken aracılığıyla nasıl açıklandığını analiz etmeye yarayan temel istatistiksel yöntemlerden biridir. Jamovi, kullanıcı dostu arayüzüyle hem <strong data-start="370" data-end="392">doğrusal regresyon</strong> hem de <strong data-start="400" data-end="422">lojistik regresyon</strong> analizlerini hızlı ve etkili şekilde gerçekleştirme imkânı sunar.</p>
<p data-start="152" data-end="488"><img data-dominant-color="c2d1dd" data-has-transparency="false" style="--dominant-color: #c2d1dd;" fetchpriority="high" decoding="async" class="aligncenter size-full wp-image-2515 not-transparent" src="https://verianalizi.yaptirma.com.tr/wp-content/uploads/2024/12/9.webp" alt="" width="600" height="600" srcset="https://verianalizi.yaptirma.com.tr/wp-content/uploads/2024/12/9.webp 600w, https://verianalizi.yaptirma.com.tr/wp-content/uploads/2024/12/9-300x300.webp 300w, https://verianalizi.yaptirma.com.tr/wp-content/uploads/2024/12/9-150x150.webp 150w" sizes="(max-width: 600px) 100vw, 600px" /></p>
<hr data-start="490" data-end="493" />
<h3 data-start="495" data-end="537">Doğrusal Regresyon (Linear Regression)</h3>
<p data-start="539" data-end="750">Doğrusal regresyon, sürekli bir bağımlı değişkenin (örneğin sınav puanı) bir ya da daha fazla sürekli ya da kategorik bağımsız değişkenle (örneğin çalışma süresi, cinsiyet) ilişkisini modellemek için kullanılır.</p>
<h4 data-start="752" data-end="787">Uygulama Adımları (Jamovi&#8217;de):</h4>
<ol data-start="789" data-end="1020">
<li data-start="789" data-end="844">
<p data-start="792" data-end="844">Menüden: <code data-start="801" data-end="844">Analyses &gt; Regression &gt; Linear Regression</code></p>
</li>
<li data-start="845" data-end="925">
<p data-start="848" data-end="925"><strong data-start="848" data-end="871">Dependent Variable:</strong> Tahmin edilmek istenen değişken (örnek: başarı puanı)</p>
</li>
<li data-start="926" data-end="973">
<p data-start="929" data-end="973"><strong data-start="929" data-end="944">Covariates:</strong> Sürekli bağımsız değişkenler</p>
</li>
<li data-start="974" data-end="1020">
<p data-start="977" data-end="1020"><strong data-start="977" data-end="989">Factors:</strong> Kategorik bağımsız değişkenler</p>
</li>
</ol>
<h4 data-start="1022" data-end="1036">Çıktılar:</h4>
<ul data-start="1038" data-end="1272">
<li data-start="1038" data-end="1098">
<p data-start="1040" data-end="1098"><strong data-start="1040" data-end="1075">R² (Determination Coefficient):</strong> Modelin açıklayıcılığı</p>
</li>
<li data-start="1099" data-end="1151">
<p data-start="1101" data-end="1151"><strong data-start="1101" data-end="1122">Beta Katsayıları:</strong> Değişkenlerin etkisi ve yönü</p>
</li>
<li data-start="1152" data-end="1184">
<p data-start="1154" data-end="1184"><strong data-start="1154" data-end="1167">p-değeri:</strong> Anlamlılık testi</p>
</li>
<li data-start="1185" data-end="1228">
<p data-start="1187" data-end="1228"><strong data-start="1187" data-end="1211">Confidence Interval:</strong> Güven aralıkları</p>
</li>
<li data-start="1229" data-end="1272">
<p data-start="1231" data-end="1272"><strong data-start="1231" data-end="1249">Durbin-Watson:</strong> Otokorelasyon kontrolü</p>
</li>
</ul>
<h4 data-start="1274" data-end="1289">Yorumlama:</h4>
<ul data-start="1291" data-end="1461">
<li data-start="1291" data-end="1370">
<p data-start="1293" data-end="1370"><strong data-start="1293" data-end="1306">p &lt; 0.05:</strong> Bağımsız değişken, bağımlı değişkeni anlamlı şekilde etkiliyor.</p>
</li>
<li data-start="1371" data-end="1401">
<p data-start="1373" data-end="1401"><strong data-start="1373" data-end="1386">Beta &gt; 0:</strong> Pozitif ilişki</p>
</li>
<li data-start="1402" data-end="1432">
<p data-start="1404" data-end="1432"><strong data-start="1404" data-end="1417">Beta &lt; 0:</strong> Negatif ilişki</p>
</li>
<li data-start="1433" data-end="1461">
<p data-start="1435" data-end="1461"><strong data-start="1435" data-end="1449">R² &gt; 0.50:</strong> Güçlü model</p>
</li>
</ul>
<hr data-start="1463" data-end="1466" />
<h3 data-start="1468" data-end="1525">Çoklu Doğrusal Regresyon (Multiple Linear Regression)</h3>
<p data-start="1527" data-end="1726">Jamovi ile birden fazla bağımsız değişken aynı anda modele dâhil edilebilir. Bu sayede karmaşık yapılar çözümlenebilir. Özellikle eğitim, pazarlama ve sosyal bilimler araştırmalarında çok kullanılır.</p>
<hr data-start="1728" data-end="1731" />
<h3 data-start="1733" data-end="1777">Lojistik Regresyon (Logistic Regression)</h3>
<p data-start="1779" data-end="1978">Lojistik regresyon, <strong data-start="1799" data-end="1849">bağımlı değişkenin kategorik olduğu durumlarda</strong> (genellikle 0-1 şeklinde) tercih edilir. Örneğin: bir kişinin sınavı geçip geçmemesi, bir müşterinin satın alma yapıp yapmaması.</p>
<h4 data-start="1980" data-end="2024">Jamovi’de Lojistik Regresyon Uygulaması</h4>
<ol data-start="2026" data-end="2194">
<li data-start="2026" data-end="2083">
<p data-start="2029" data-end="2083">Menüden: <code data-start="2038" data-end="2083">Analyses &gt; Regression &gt; Logistic Regression</code></p>
</li>
<li data-start="2084" data-end="2144">
<p data-start="2087" data-end="2144"><strong data-start="2087" data-end="2110">Dependent Variable:</strong> İkili (binary) kodlanmış değişken</p>
</li>
<li data-start="2145" data-end="2194">
<p data-start="2148" data-end="2194"><strong data-start="2148" data-end="2173">Covariates / Factors:</strong> Bağımsız değişkenler</p>
</li>
</ol>
<h4 data-start="2196" data-end="2210">Çıktılar:</h4>
<ul data-start="2212" data-end="2441">
<li data-start="2212" data-end="2252">
<p data-start="2214" data-end="2252"><strong data-start="2214" data-end="2234">Odds Ratio (OR):</strong> Olasılık oranları</p>
</li>
<li data-start="2253" data-end="2298">
<p data-start="2255" data-end="2298"><strong data-start="2255" data-end="2277">Logit Katsayıları:</strong> Değişkenlerin etkisi</p>
</li>
<li data-start="2299" data-end="2358">
<p data-start="2301" data-end="2358"><strong data-start="2301" data-end="2330">Model Fit İstatistikleri:</strong> -2 Log Likelihood, AIC, BIC</p>
</li>
<li data-start="2359" data-end="2394">
<p data-start="2361" data-end="2394"><strong data-start="2361" data-end="2377">p-değerleri:</strong> Anlamlılık testi</p>
</li>
<li data-start="2395" data-end="2441">
<p data-start="2397" data-end="2441"><strong data-start="2397" data-end="2422">Classification Table:</strong> Doğru tahmin oranı</p>
</li>
</ul>
<h4 data-start="2443" data-end="2469">Odds Ratio Yorumlama:</h4>
<ul data-start="2471" data-end="2601">
<li data-start="2471" data-end="2548">
<p data-start="2473" data-end="2548">OR &gt; 1: Bağımsız değişken arttıkça bağımlı değişkenin olma olasılığı artar.</p>
</li>
<li data-start="2549" data-end="2578">
<p data-start="2551" data-end="2578">OR &lt; 1: Ters ilişki vardır.</p>
</li>
<li data-start="2579" data-end="2601">
<p data-start="2581" data-end="2601">OR = 1: Etki yoktur.</p>
</li>
</ul>
<hr data-start="2603" data-end="2606" />
<h3 data-start="2608" data-end="2644">Model Varsayımları ve Kontroller</h3>
<p data-start="2646" data-end="2682"><strong data-start="2646" data-end="2682">Doğrusal Regresyon Varsayımları:</strong></p>
<ul data-start="2684" data-end="2764">
<li data-start="2684" data-end="2695">
<p data-start="2686" data-end="2695">Lineerlik</p>
</li>
<li data-start="2696" data-end="2712">
<p data-start="2698" data-end="2712">Normal dağılım</p>
</li>
<li data-start="2713" data-end="2739">
<p data-start="2715" data-end="2739">Varyansların homojenliği</p>
</li>
<li data-start="2740" data-end="2764">
<p data-start="2742" data-end="2764">Otokorelasyon olmaması</p>
</li>
</ul>
<p data-start="2766" data-end="2802"><strong data-start="2766" data-end="2802">Lojistik Regresyon Varsayımları:</strong></p>
<ul data-start="2804" data-end="2920">
<li data-start="2804" data-end="2831">
<p data-start="2806" data-end="2831">Gözlemler bağımsız olmalı</p>
</li>
<li data-start="2832" data-end="2886">
<p data-start="2834" data-end="2886">Çoklu doğrusal bağlantı (multicollinearity) olmamalı</p>
</li>
<li data-start="2887" data-end="2920">
<p data-start="2889" data-end="2920">Lineerlik logit ile ilişkilidir</p>
</li>
</ul>
<p data-start="2922" data-end="3011">Jamovi, bu varsayımların test edilmesine yardımcı olan grafik ve analiz çıktıları sağlar.</p>
<hr data-start="3013" data-end="3016" />
<h3 data-start="3018" data-end="3051">Model Geliştirme Stratejileri</h3>
<ul data-start="3053" data-end="3334">
<li data-start="3053" data-end="3146">
<p data-start="3055" data-end="3146"><strong data-start="3055" data-end="3075">Stepwise Seçimi:</strong> Jamovi’de henüz yerleşik olmasa da manuel olarak modeller denenebilir.</p>
</li>
<li data-start="3147" data-end="3238">
<p data-start="3149" data-end="3238"><strong data-start="3149" data-end="3173">Etkileşim Terimleri:</strong> Bağımsız değişkenler arasındaki çarpan etkileri test edilebilir.</p>
</li>
<li data-start="3239" data-end="3334">
<p data-start="3241" data-end="3334"><strong data-start="3241" data-end="3269">Model Karşılaştırmaları:</strong> AIC ve BIC değerleri kıyaslanarak daha iyi modeller seçilebilir.</p>
</li>
</ul>
<hr data-start="3336" data-end="3339" />
<h3 data-start="3341" data-end="3362">Uygulama Alanları</h3>
<ul data-start="3364" data-end="3590">
<li data-start="3364" data-end="3399">
<p data-start="3366" data-end="3399"><strong data-start="3366" data-end="3377">Sağlık:</strong> Hastalık risk tahmini</p>
</li>
<li data-start="3400" data-end="3453">
<p data-start="3402" data-end="3453"><strong data-start="3402" data-end="3416">Pazarlama:</strong> Müşteri satın alma davranışı analizi</p>
</li>
<li data-start="3454" data-end="3497">
<p data-start="3456" data-end="3497"><strong data-start="3456" data-end="3467">Eğitim:</strong> Sınav başarılarının nedenleri</p>
</li>
<li data-start="3498" data-end="3544">
<p data-start="3500" data-end="3544"><strong data-start="3500" data-end="3514">Psikoloji:</strong> Belirli davranışların tahmini</p>
</li>
<li data-start="3545" data-end="3590">
<p data-start="3547" data-end="3590"><strong data-start="3547" data-end="3559">İşletme:</strong> Personel performans öngörüleri</p>
</li>
</ul>
<hr data-start="3592" data-end="3595" />
<h3 data-start="3597" data-end="3615">Görselleştirme</h3>
<p data-start="3617" data-end="3693">Jamovi, regresyon analizleri sonrası aşağıdaki görselleştirmeleri destekler:</p>
<ul data-start="3695" data-end="3831">
<li data-start="3695" data-end="3731">
<p data-start="3697" data-end="3731"><strong data-start="3697" data-end="3731">Scatter plot (Dağılım grafiği)</strong></p>
</li>
<li data-start="3732" data-end="3773">
<p data-start="3734" data-end="3773"><strong data-start="3734" data-end="3773">Regression line (Regresyon doğrusu)</strong></p>
</li>
<li data-start="3774" data-end="3795">
<p data-start="3776" data-end="3795"><strong data-start="3776" data-end="3795">Odds ratio plot</strong></p>
</li>
<li data-start="3796" data-end="3831">
<p data-start="3798" data-end="3831"><strong data-start="3798" data-end="3831">Residual plot (Artık grafiği)</strong></p>
</li>
</ul>
<p data-start="3833" data-end="3923">Bu grafikler, modelin hem doğruluğunu hem de problemlerini ortaya çıkarmaya yardımcı olur.</p>
<hr data-start="3925" data-end="3928" />
<h3 data-start="3930" data-end="3960">Yaygın Hatalar ve Uyarılar</h3>
<ul data-start="3962" data-end="4171">
<li data-start="3962" data-end="4000">
<p data-start="3964" data-end="4000">Kategorik değişkenlerin kodlanmaması</p>
</li>
<li data-start="4001" data-end="4053">
<p data-start="4003" data-end="4053">Çoklu doğrusal bağlantı problemi göz ardı edilmesi</p>
</li>
<li data-start="4054" data-end="4102">
<p data-start="4056" data-end="4102">Model uygunluğu test edilmeden yorum yapılması</p>
</li>
<li data-start="4103" data-end="4171">
<p data-start="4105" data-end="4171">Modelin fazla karmaşık hale getirilmesi (aşırı uyum &#8211; overfitting)</p>
</li>
</ul>
<hr data-start="4173" data-end="4176" />
<h3 data-start="4178" data-end="4187">Sonuç</h3>
<p data-start="4189" data-end="4491">Jamovi ile hem doğrusal hem de lojistik regresyon analizleri, istatistiksel bilgi düzeyi ne olursa olsun her araştırmacı tarafından rahatlıkla gerçekleştirilebilir. Kullanıcı dostu arayüzü, güçlü analiz motoru ve etkili görselleştirme olanaklarıyla regresyon modellemeyi herkes için erişilebilir kılar.</p>
<p style="text-align: center"><span style="color: #ff0000"><strong>Veri, modern dünyanın en değerli varlıklarından biri haline gelmiştir ve iş dünyasında, araştırmada ve karar verme süreçlerinde kritik bir rol oynamaktadır. Biz, veri analizi konusundaki tutkulu bir topluluk olarak, veri biliminin ve analizinin gücünü vurguluyoruz. Web sitemiz, işletmelerden akademisyenlere ve veri meraklılarına kadar herkesin veri analizi becerilerini geliştirmesine yardımcı olmayı amaçlayan bir kaynaktır. Misyonumuz, veri analizi sürecini anlaşılır ve erişilebilir hale getirmek, verilerin içinde gizlenen değeri açığa çıkarmak ve daha bilinçli kararlar almalarını desteklemektir.</strong></span></p>
<p style="text-align: center"><span style="color: #ff0000"><strong>Web sitemiz, geniş bir veri analizi yelpazesi sunmaktadır. Hangi sektörde olursanız olun veya hangi veri analizi aracını kullanıyorsanız kullanın, ihtiyaçlarınıza uygun hizmetler sunuyoruz. SPSS, R, Python, Excel veya diğer analiz araçlarını kullanarak veri madenciliği, hipotez testleri, regresyon analizi, zaman serisi tahmini, segmentasyon ve daha fazlasını içeren çeşitli analiz türlerini kapsarız. Ayrıca, öğrenmeyi kolaylaştırmak için zengin kaynaklar, öğreticiler ve interaktif araçlar sunuyoruz.</strong></span></p>
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<p style="text-align: center"><span style="color: #ff0000"><strong>Web sitemizdeki uzman ekibimiz, veri analizi konusundaki derin bilgileri ve deneyimleri ile sizin yanınızda. Kullanıcıların ihtiyaçlarını anlamak ve en iyi sonuçları elde etmelerine yardımcı olmak için buradayız. Veri analizi sürecini karmaşıklıktan arındırarak ve pratik örneklerle anlatarak size rehberlik edeceğiz. Veriye dayalı kararlarınızı daha güçlü hale getirmenize yardımcı olmak için buradayız. Siz de veri analizi dünyasına adım atmak veya mevcut becerilerinizi geliştirmek istiyorsanız, sitemizi keşfedin ve veri ile daha derinlemesine bağlantı kurun.</strong></span></p>
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