İKİNCİ BÖLÜM
(ADİL EKONOMİK DÜZEN)
ADİL DÜZEN’DE EKONOMİ
Not: Parantez içindeki ifadeler Necmettin Erbakan’ın ifadeleridir. Parantez dışındakiler Süleyman Karagülle’ye göre söylenmesi daha uygun olan ifadelerdir. Karşılaştırma siz okuyuculara düşer…
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(II. ADİL EKONOMİK DÜZENİN TEMEL ESASLARI)
II. ADİL DÜZEN EKONOMİSİ’NDE TEMEL ESASLAR
(Bilindiği gibi matematik ilminde bir sistem o sistemi doğru kabul eden temel esaslarla diğer bir ifadeyle “Aksiyom = mütearife = meselleme” ile tarif edilir.)
İlimlerde önce tümevarım yoluyla genel ilkelere ulaşılır. Bu sonuçlarla ana ilkeler konur. Sonra tümdengelim yoluyla o ilim oluşturulur. Bu ilkelere “varsayımlar” denir. Varsayımlar olaylarda görülür ve doğruluğu ispatlanır. Başarısız varsayımlar uygulamada doğrulanmaz, o varsayımlar terk edilir.
(Mesela “Öklid Geometrisi” 3 temel aksiyoma dayanır. Buna mukabil “Lobaçevski Geometrisi” başka 3 aksiyoma dayanır. Tabi sayılar ise 4 aksiyoma dayanırlar.)
Öklid geometrisi dört aksiyoma dayanır: İki nokta aksiyomu, iki doğru aksiyomu, diklik aksiyomu, paralellik aksiyomu. Bir noktadan bir doğruya yalnız bir paralel çizilir. Dört boyutlu uzayda bu aksiyom geçersizdir. Sayılar da dört aksiyoma dayanır: Sıra aksiyomu, büyüklük küçüklük aksiyomu, toplanabilme aksiyomu ve sonsuzluk aksiyomu. Birincisi aksiyom değil tariftir.
Ansiklopedik Bilgi: Öklid geometrisinin aksiyomları şunlardır. 1) Aynı şeye eşit olan şeyler birbirlerine de eşittirler. 2) Eğer eşit miktarlara eşit miktarlar eklenirse, elde edilenler de eşit olur. 3) Eğer eşit miktarlardan eşit miktarlar çıkartılırsa, eşitlik bozulmaz. 4) Birbirine çakışan şeyler birbirine eşittir. 5) Bütün, parçadan büyüktür.
(Bunun gibi bir oyunun dama oyunu olabilmesi için temel esaslar vardır. Satranç oyunu olabilmesi için de yine bu oyunun kendine mahsus temel esasları vardır. Aynı şekilde futbol oyununun temel esasları ayrıdır. Hentbol oyununun temel esasları ayrıdır. Mecelle “Usul-ü Fıkıh” ile ilgili temel esasları ihtiva eden ilmi bir eserdir.)
Oyunların kurallarını insanlar koymuşlardır. Ama kuralsız oyun oynanmaz. Kural konduktan sonra oynarken kural değiştirilemez.
Başlangıçta kurallı sosyal yapıyı Hazreti Nuh peygamber öğretti; hazreti İbrahim, Hazreti Musa, Hazreti İsa ve Hazreti Muhammed peygamberler geliştirdiler.
Yunanistan’da filozoflar kurallı düşünmeyi geliştirdiler.
İslâmiyet’te fıkıhçılar kurallı hukuku oluşturdular. Arap gramerciler kurallı dili meydana getirdiler.
Avrupalılar kurallı yeniliği oluşturdular ama kurallı hukuk ve kurallı ekonomiyi oluşturamadılar. Bugünkü kriz buradadır.
“Adil (Ekonomik) Düzen” kurallı hukuku ve kurallı ekonomiyi İslâm’ın usulcülerine dayanarak oluşturma çalışmasıdır.
(İşte tıpkı bunlar gibi İktisat Biliminde de şayet bir ekonomik düzen “Kapitalizm” sisteminin temel esaslarına uygun olarak yürüyorsa, o sistem Kapitalist sistemdir, yok eğer Komünizm esaslarına uygun olarak yürüyorsa o sistem Komünist sistemdir.)
Kapitalizm ekonomide sistemdir. Kuralları vardır. Sömüren sistemdir.
Sosyalizm de sistemdir. Ezen sistemdir.
İkisi de kurallı ve ileridirler, onun için varlıklarını sürdürüyorlar.
Karma ekonomiler ise sistemsiz ve geridirler.
“Adil (Ekonomik) Düzen” tekelleşmeden kurallı ekonomiyi getirmektedir.
Ekonominin dört aksiyonu vardır.
1) Birlikte üretilir, ayrı ayrı tüketilir.
2) Ücret birlikte üretimi, fiyat bölüşmeyi sağlar.
3) Piyasa ne kadar büyük olursa verim o kadar büyük olur.
4) Seri aracılar ne kadar az paralel aracılar ne kadar çok olursa verim o kadar büyük olur.
(Biz aşağıda bir ekonomik düzenin “Adil Düzen” olabilmesi için o düzenin hangi esaslara uygun olarak yürümesi gerektiğini belirtmeye çalıştık. Bu esasl1arı belirtirken bunların düzeni tarif eden temel aksiyomlar olmasını gözettik ve bu noktayı nazarla Adil Ekonomik Düzen’i 31 temel esas ile tarif etmeye çalıştık. Bu esaslardan 3 tanesi genel esaslardır. 7 tanesi parayla, 7 tanesi krediyle, 7 tanesi vergiyle, 7 tanesi de sosyal güvenlikle ilgili esaslardır.)
İnsan topluluğun (devletin, kamunun) işçisidir, işverenler topluluğun vekilidir. Tüccarlar ürünleri üreticilerden tüketicilere ulaştırırlar. Genel hizmetliler ekonomik kuruluşları organize ederler. Bunlar paraya, krediye, vergiye ve soysal yardımlaşmaya dayanırlar. 25 konu olarak incelenir.
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)
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