Kritik analitik düşünme, karar verirken akla uygun, derinlemesine düşünebilme ve problem çözme sürecidir.
Öğrenilen ilkelerin sorgulanarak kabul edildikten sonra hayata geçirilme becerisi, bir yaşam tarzı.
Analitik olarak düşünmek, bir matematik denklemindeki sabitlerle uğraşmak gibi doğrusallık içerdiğinden nisbeten daha kolaydır. Kritik düşünme daha çok doğrusal olmayan bir yolla edebi düşünmeyi gerektirir.
Bir şey hakkında kritik düşünme demek, o şeyin analizini ve değerlendirmesini yaparak iyileştirilmesi sonucunu üretir.
Peki nasıl kritik analitik düşünülür?
Şu adımlar kritik analitik düşünme sürecine yardımcı olabilir:
1. Niçin sorusunu sormak
Bir şey hakkında analitik düşünmenin ilk aşaması NİÇİN sözcüğünü kullanmaktır. Kritik düşünmenin bir yönü; bir konunun bütün yönlerinin, kaynağın güvenilirliğinden kanaatlerinize ve elde ettiğiniz hükümlere kadar sorgulanmasıdır. Burada sorulan soruların sadece tartışma uğruna değil açıkça ifade edilmiş hayati sorular olması önem arz ediyor.
2. Bilgi toplamak
İkinci adım olarak sorulan sorulara verilen cevapları gözden geçirmek ve konu ile ilgili bilgi toplamak gelir. Bilgi etkin olarak yorumlanır, problemi açığa kavuşturmada kullanılır ya da sunulan bilgilere eklenir. Genel iyileşmeye veya konunun çözümüne katkıda bulunmayan bilgi parçaları elenir.
3. Sonuç çıkarmak
İyi bilgilerle donatılmış sonuçlar ve çözümlerin ilgili ölçütlerle denenmesi ve değerlendirilmesi gerekir. Bir başka deyişle, sonuçlarınız sorunu çözmüyorsa, bunlar ilgili sonuçlar değildir. Bir sorunun veya problemin kritik olarak analizi yapıldığında, hedefimiz, problemi az veya hiç geri tepmeden veya daha fazla problemlere yol açmayacak şekilde en etkili çözüme ulaşılmasıdır.
4. Açık fikirli düşünmek
Alternatif çözümleri ve seçenekleri kabul edip incelemek ve değerlendirmek. Varsayımda bulunmak kötü bir şey değildir. Fakat bir varsayımın geçerli olabilmesi için, ilişki, değer, kesinlik ve geçerlilik üzerine analizinin yapılması gerekir. Eğer analize dayalı bir varsayım doğrulanır ise geçerli alternatif çözüm olarak kullanılabilir.
5. Etkili İletişim Kurmak
Eğer herkes birbiriyle sürekli ve kesintisiz iletişim halinde olursa, karmaşık problemlere çözümler bulunabilir. Eğer bir karar alınırsa, ilgili herkesin yalnızca karardan değil fakat bu kararın alınmasındaki nedenlerden de haberdar edilmesi gerekir. İnsanlar çözümün ortaya çıkış sebeplerini öğrendiklerinde daha kolay kabul ederler.
Kritik düşünme; kişinin kendini yönettiği, öz disiplinli, kendini takip ettiği ve kendini düzelttiği bir yöntemdir.
Kritik düşünmek kolay olmasa da hayatı değiştiren, doğru kararlar vermeyi kolaylaştıran değerli bir araçtır. Bir şey hakkında aşırı düşünme konusunda dikkatli olmak, analiz etmeyi bırakıp uygulamaya geçecek zamanı doğru seçmek gerekir.
İyi bir düşünür, ilgilendiği alana yönelik sorgulayıcı yaklaşımından tanınır. Bu yaklaşım tarzı hem analitik hem de kritik düşünme özelliklerini taşır.
Kişi, fikirleri oluşturan temelleri ayrıştırmak ve birbirleri üzerine olan etkilerini incelemesi yönüyle analitik; görünürde olmayanı veya farklı bakış açılarını sürekli olarak araması yönüyle de kritik bakış açısına sahiptir.
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)
Analitik yönü kuvvetli olan biri her zaman fikirleri veya okuduklarını sorgular:
* Dikkate almam gereken başka fikirler veya görüşler var mı?
* Kullanılan terimler, sözcükler, jargon vs. uygun, uyumlu ve konu ile ilgili mi?
* Verilen örnekler yapılan çıkarımlara uygun mu?
* Sunulan bilgiyi ve konuyu bir başka yoldan düşünebilir miyim?
* Empoze edilen sonuç, sunulan bilgiler ışığında çıkabilecek yalnız ve tek bir sonuç mudur?
* Bu fikirlerin, daha önce okul hayatımda öğrendiklerim, okuduğum kitap ve makalelerde ki bilgilerle bağlantısı nasıl?
Analitik olabilmek için okunan bir metin veya ilgilenilen bir durum için söz konusu bağlantıları ve ilişkileri incelemek, tetkik etmek gerekir.
Kritik yapabilmek için bilgi kaynağının inceleme yapmadan, doğal olarak kabul ettiği veya gözardı ederek atladığı şeyleri belirlemek gerekir.
Mesela şu sorular sorulabilir:
* Bu satırların yazarı kim?
* Bu kaynak güvenilir mi?
* Doğru ve tartılmış mı?
* Ne zaman yazılmış?
* Verilen bilgi güncellenmiş mi?
* Bu kaynağın kapsadığı alanlar neler?
* Gözardı ettiği veya reddettiği şeyler neler?
* Bu metin niye yazılmış?
* Kim için yazılmış?
* Verilen bilgiler ne kadar önyargılı?
Sorgulama yeteneği, kişilerin duydukları herşeyi kabul etmeleri beklenen ortamlarda gelişemez. Bir işte veya durumda başarıya sadece bu tarz bir sorgulama yaklaşımını geliştirmekle ulaşabileceğininin farkına varmak önemli bir husus.
Analitik sorular dinleyici veya okuyucunun o anda okunulan veya işitilen şeyle o ana kadar anladıkları arasında bağlantı kurmayı ilgilendirir.
Her yeni bilgi öğrebildiğinde eskisine ne kattığını düşünmek önemli bir gelişim olanağı sunar.
Herhangi bir konuda kritik analitik düşünme yöntemini uygulamak için, birbirine bağlı ve birbirinin devamı niteliğinde iki ana yaklaşım olan sorunu anlama ve çözme uygulanabilir.
Sorunu anlamak için konu hakkında detaylı bilgi ve belgeler toplanır ve değerlendirilir. Sorunun boyutu, olumlu ya da olumsuz faktörler gözden geçirilip mevcut durumu bütün yönleri ile kavramaya çalışılır. Konunun detaylarına ulaşabilmek için alt başlıklarına ayrıştırılarak her bir başlığı ayrı ayrı değerlendirilir. Ardından konu tam olarak anlaşılır ve tanımlanır.
Sorunu çözmek üzere bir amaç ve hedef belirlenir. Amaca yönelik bilgi ve belgeler değerlendirilir, konu hakkında detaylı bilgi sahibi olunur. Amaca ulaştıracak alternatif önermeler oluşturulur. Bunlar arasından en doğru, en kolay, en hızlı, en ekonomik gibi özellikleri göz önüne alarak birisi belirlenir. Son olarak sorunun çözümünde seçilen yöntem uygulanır.