3) Kuvvetler dengesinin işleyişi:
Kuvvetler dengesinde yer alan unsur ve özellikleri açıkladıktan sonra, bu kuvvetlerin dengeli bir biçimde işleyişine de işaret etmek gerekir. Bu işleyiş devlet hizmetlerinin yerine getirilmesiyle de paralellik arz etmektedir. Bu ise, daha önce de işaret ettiğimiz gibi, Üçüncü Kitabı'mızın konusunu teşkil etmektedir. Verilen bilgiler çerçevesinde olmak üzere önce işleyişe ilişkin ilkeleri, sonra da işleyiş mekanizması ve bu işleyişte kuvvetlerin dengesini ortaya koymak istiyoruz.
a) İŞLEYİŞ İLKELERİ:
Kuvvetler dengesinin işleyişini daha iyi ortaya koyabilmek için, önce kuvvetlerin teşkilâtlanmasında bulunması gereken ilkeler üzerinde durmak istiyoruz.
1-DEMOKRATİKLİK İLKESİ:Her kuvvetin oluşması halkın katılımını sağlayacak biçimde olmalıdır. Halkın bu kuruluşlara katılımı bucak düzeyinde doğrudan, il ve devlet düzeyinde ise delege yoluyla (temsilen) olmalıdır. Dört kuvvet bucak, il ve devlet düzeyinde olmak üzere dörder meclisten oluşmalıdır. Bu meclislerin teşkili aşağıdaki esaslar çerçevesi içinde olmalıdır.
2-GRUPLAŞMA İLKESİ: Her kuvvet, kendi içinde çoklu gruplaşma esasına göre oluşmalıdır. Siyasî gruplar, bilimsel ekoller,dini ahlaki gruplar (=mezhepler), meslekî odaların her biri tekli ve hatta ikili gruplu sisteme göre değil, çoklu sisteme göre oluşmalıdır. Bu gruplaşma sayısı en az beş en çok yirmi olacak biçimde düzenlemelere gidilmelidir.
3-GRUBUNU DEĞİŞTİRME İLKESİ: Halkın bu dört kuvvetin içinde yer alan gruplara kaydolması sistemi geliştirilmeli, fakat halka grubunu kolayca değiştirme hakkı tanınmalıdır. Bu suretle halkın guruplarını denetimi etkin hâle getirilmelidir. Serbest ve tamamen halk tarafından oluşturulan bu grupların örgütlenmeleri, sivil toplum esaslarına göre olmalı, ancak her biri grup olarak katılan üye sayısı oranında devlet bütçesinden nesnel bir biçimde pay almalıdırlar. Gruplara katılmayanlar, gruplara tanınan haklardan yararlanamamalıdırlar. Bugünkünün tersine, devlet gruplaşmaları önleyen değil, gruplaşmalara imkân hazırlayan bir görev üstlenmelidir.
4-NİSBİ TEMSİL İLKESİ VE MA'ŞERİ (KOLLEKTİF)KARAR SİSTEMİ: Yönetime katılma nisbî temsil esaslarına göre uzlaşma (=ulusal koalisyon) esaslarına göre gerçekleşmelidir. Kararların alınmasında çoğunluk sistemi terk edilerek ma'şeri karar sistemiadı verilen sistemler geliştirilmelidir.
5-TAHKİM SİSTEMİ İLKESİ: İcrada başkanların, yargıda ise hakemlerin kararları asıl olmalıdır. Tahkim sistemi hukukun bütününü kapsayacak biçimde işlerlik kazanmalıdır.
Artık kuvvetlerin işleyişine geçebiliriz.
b) DENETLEMENİN İŞLEYİŞİ:
İnsanın ihtiyaçlarını his yeteneği belirler. Bunu, bedenindeki duyuları ve ruhsal yapısından aldığı zevk veya elemle birleştirerek yapar ve arzu biçiminde düşünce yeteneğine bildirir. Düşünce yeteneği muhakeme ile bu ihtiyaçları giderme yollarını tespit eder ve iradeye iletir. İrade yapmak suretiyle ihtiyacı gidermeye koyulur. His yine bedenden gelen duyularla ihtiyaçların giderilip giderilmediğini, tatmin edilip edilmediğini ruhsal yapısından aldığı haz ve elemle değerlendirir. Demek ki hisler, bir tür denetleme görevi görmektedirler.
Toplumda hissin yerini, benzer biçimde din kurumu alır. Bu kurum; denetleme organına bağlı sağlık ve sanat kuruluşları aracılığı ile belirlediği sosyal ve benzeri ihtiyaçları istekleri ile birlikte yasama organına bildirir. Yasama organı; imkânları araştırarak bu ihtiyaçların karşılanması için kararlar alır ve düzenlemeler yapar, yürütme organına iletir. Yürütme organı; istekleri belirlenen kararlar çerçevesinde yerine getirerek denetim kuruluşlarına sunar. Böylece devre kapanır.
Dinî kuruluşlar kontrol kuruluşlarından aldığı bilgilerle kararların yerine gelmediğini belirlerse soruşturma kuruluşlarını harekete geçirirler ve görevi yerine getirmeyenler hakkında dava açarlar. Böylece denetleme hizmeti yapılmış olur. Bugün ise denetleme sonuçları yargı denetimine çoğunlukla gitmemekte, yönetim memurlarını kolladığı gibi, meclis de hükümetini korumaktadır. Oysa bizim önerdiğimiz mekanizmada denetlemenin sonuçları, yine denetleme kuruluşları tarafından yargıya götürülebilmektedir.
Anlatılanları ;(Şema 2)'ye yerleştirerek açıklayacak olursak, ruhsal ve bedensel ihtiyaçlar insanın his yeteneği ile belirlenir. Bu ihtiyaçları toplumda dinî ve ahlâkî kuruluşlar tespit
ŞEMA 2 : Denetlemenin işleyişi
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)
ederler. Denetleme bütün dinî grupların seçtikleri temsilcilerden oluşan bir meclise de sahip olacaktır. Bu gruplardan gelen istekler, dinî meclis aracılığı ile yasama organına bildirilecektir. Dinî meclisler, Bucak, İl ve Devlet kademesinde meclis oluşturacaklardır. Denetleme kuruluşları aynı zamanda malların ve olayların denetimine ilişkin kurumlar yoluyla denetime aktif olarak halk bazında katılmış olacaklardır. İsteklerin yerine getirilmemesi, gecikmesi veya yasamanın kararlarına uyulmaması hâlinde denetleme gruplarının dava açma hakları olacaktır, (bkz. Şema 2).
c) YASAMANIN İŞLEYİŞİ:
Denetlemenin işleyişinde anlatıldığı üzere, insanda hislerden gelen ve ihtiyaçları belirleyen arzular, düşünce yeteneğindeki muhakeme yoluyla değerlendirilir. İmkânlar araştırı-
Ş E M A 3 : Yasamanın işleyişi
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)
larak giderme yolları tespit edilir. İmkânların belirlenmesinde hafıza önemli bir yer tutar. Bilinç bu imkânları değerlendirir ve istekler uygulanacak hâle getirilerek irade yeteneğine havale edilir. Uygulamanın gerçekleşip gerçekleşmediği ise duyularla anlaşılır. Benzer olaylar toplum içinde kurumlar aracılığı ile gerçekleşir.
Dinin tespit ettiği ihtiyaçlar duyurma (=tebliğ) kuruluşları ile yasama organına ulaştırılır, ihtiyaçlar imkânlarla burada dengelenir ve plan hâline dönüşür.Bundan sonra bütçe yapılır. Basından da yararlanılır. Sonunda karar alınır ve bu karar tescil ve ilan edilir. Yürütme, bu kararı yerine getirir. Sonunda yasaların uygulanıp uygulanmadığı kazâî içtihatlarla hükme bağlanır. Burada yasama kanunları yapar ama talimat veremez ve denetleyemez. Sadece denetleme tarafından açılmış davalarda yapılanların yasalara uygun olup olmadığı hususunda içtihatta bulunur ve devre kapanır.
Buraya kadar anlatılanlar bir de Şema 3'den izlenebilir, (bkz. Şema 3).
Yasamanın işleyişinde önce belirlenen istekler doğrultusunda imkânlar araştırılır ve o konuda kavramlar oluşturulur. Bu araştırmalar "bilim kuruluşları (=bilimsel ekoller)" tarafından değerlendirilir ve "bilim meclisi"ne gönderilir. Kararlar bilim meclisinde alınır, yani yasalar yapılır. Yasaların tescil ve ilânı ile mevzuat oluşur. İhtilaflarda bilimsel içtihatlara başvurulur. Bütün bunlar eğer bir toplumda hukukî plüralizmden söz açılıyorsa bilimsel ekollere göre gerçekleşir. Demek ki Sosyal Denge Modeli'nde yasama fonksiyonu, bilimsel ekoller tarafından oluşturulan bilim meclisine aittir.
d) YÜRÜTMENİN İŞLEYİŞİ:
İnsan düşüncesiyle karar verdikten sonra, bedenine neler yapması gerektiğini iletir, zekâsıyla tercihler yapar. Bedenine bazı hareketleri yapması için emirler verir. O da, bu hareketleri
ŞEMA 4 : Yürütmenin işleyişi
![](data:image/jpeg;base64,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)
yapar. Sonunda bir ürün meydana gelir. Bundan sonra artık bu üründen yararlanma söz konusudur. Yemek yiyen bir insan için sorun bitmiş değildir, yemeğin sindirilmesi de gerekir.
Sosyal Denge Modeli'nde devlet içindeki organlar da benzer bir biçimde faaliyet gösterirler. Denetleme, ihtiyaçları devamlı olarak yasamaya bildirir. Yasama, imkânları tespit ederek sözleşme (=yasa) biçimine sokar ve yürütmeye tevdî eder. O da teknik tercihleri yapar ve yasaların ortaya koyduğu imkânlarla işbölümü içinde ortak üretimi gerçekleştirir. Üretilen standart mallar, eksperlere kontrol ettirilip ambara teslim edilmekle hizmet tamamlanmış olur. Sonra bu ürün yönetim tarafından paylaştırılır.
Buraya kadar yürütme ile ilgili anlatılanları (Şema 3)'te izleyebiliriz. Ekonomik faaliyetlerin yürütmeye ilişkin temelini altyapı ve teknoloji(üretim araçları) teşkil eder. Genel hizmetlerin götürülmesi ile üretim gerçekleşir. Bütün bu faaliyetler ekonomik kurumlar olan meslekî kuruluşlar tarafından yapılır. Meslekî kuruluşlar bucak, il ve devlet düzeyinde her kademede yürütme meclisleri oluştururlar. Meslekî kuruluşlarla, meslekî meclislerin işlevi ülke içinde üretim faaliyetlerinin koordinasyonu olup sonuçta ürünün elde edilmesinin ortamını hazırlamaktır. Bu göreve Sosyal Denge Modeli'nde yürütme (=icrâ) adını veriyoruz. Ürünlerin elde edilmesi standartları ve bu standartların tescilini gerektirir. Diğer taraftan elde edilmiş ürünlerin denetimi üretimi kadar önem taşımaktadır. Üretimi yürütme denetimini ise denetleme kuruluşları yapar. Ürünün elde edilmesi âdil bir paylaşımı gerektirir. Bu paylaşımda devletin payı bir hizmet karşılığı olarak belirir, (bkz. Şema 4).
e) YARGININ İŞLEYİŞİ:
Sosyal Denge Modeli'nde yürütme; işlerin yasalara, yani mevzuata uygun olarak yapılmasıdır. İdare ise, yapılan işlerin değerlendirilmesidir. Yürütme gelecekle, Sosyal Denge Modeli'nde idare ise, geçmişle ilgilenir. Model'de yer alan yürütme ile idare arasındaki temel fark buradadır. Demek ki, Yürütme işbölümü (=kollektif) içinde üretimin sağlanması, İdare ise ürünün paylaşılmasıdır. Bu husus iyice anlaşıldığı takdirde yürütme ile yargı (=icrâ ile idare) arasındaki sınırlar çizilebilir.
Toplumda, daha önce de belirtildiği üzere, din ihtiyaçları tespit etme, bilim imkanları araştırıp karar alma, ve yürütme gerçekleştirme görevlerini yerine getiriyorlardı. Artık elde edilen bu ürünün âdil bir biçimde paylaşılması gerekmektedir. Bu işlevi hangi kurum yerine getirecektir? İşte Sosyal Denge Modeli'nde bu görev, idare (=kazâ)'ye yüklenmiştir. Çıkan her türlü ihtilaf idarenin fonksiyonu olan kazâ(=yargı) ile yürürlükteki mevzuata göre halledilecektir.Bu konuda anlattıklarımızı (Şema 5) üzerinden izlemeye çalışalım.
Şema5:Yargının işleyişi
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)
İnsanın ünsiyet yeteneği örfü, örf ise hukuk sistemini doğurur. Mevzuatın varlığı ve geçerliliği ancak güvenliğin sağlandığı bir yerde söz konusu olabilir. Elde edilen ürünlerin bölüşümü, idare tarafında mevzuata göre yapılır ve gerektiğinde siyasî gücün kullanılması zorunluluğu vardır. Bu nedenle idarî kuruluşlar, siyasî gruplar tarafından oluşturulur ve Sosyal Denge Modeli'nde siyasî grupların diğer gruplar olan dinî gruplar, bilimsel ekoller ve meslekî kuruluşlar üzerinde her hangi bir üstünlüğü yoktur. Bu gruplarla denge içindedir. Böylece devlet değil, idare küçültülmektedir. İdarenin teşkilatlanması siyasî gruplar tarafından gerçekleştirilir.Siyasî partiler siyasî meclisi oluştururlar.
İdarenin bölüşümü ise şöyle gerçekleşir. Yürütmenin hizmet ortağı olarak katıldığı standart ürünler kamuya ait
ambarlara girer. Herkesin eline anlaşmalara göre muhasebeleştirilen pay senedi(=para) verilir. Para, devletin gücüyle kefaleti altına aldığı değerlerin bir karşılığıdır ve ancak siyasî gücün teyidi ve teminatıyla değer kazanır.Devlete özgü bir belge niteliği taşır ve yalnız devlet tarafından çıkartılabilir. Bu nedenle, Sosyal Denge Sistemi'nde para ve kredinin merkezi olan bankalar idareye bağlıdır ve bankalar bölüşümde bu suretle araç olurlar. İdarenin bir diğer temel fonksiyonu ihtilafların giderilmesi biçiminde ortaya çıkar. İhtilaf çıktığında olayların soruşturulması, davaların açılması ve kararların verilmesi, yani tahkik ve tahkim kurumları görev yaparlar, (bkz.Şema 5).
4) Kuvvetler dengesi ve laiklik
Buraya kadar hep dengeden söz ettik. Ancak dengenin niçin kurulması gerektiğine işaret etmedik. Şimdi yeri gelmişken bu konu üzerinde kısaca durmak istiyoruz.
İnsanın biyolojik yapısındaki hücre ve dokularla, psikolojik yetenekleri ve buna ait kriterleri bir dengeye dayanmaktadır. İnsanın nasıl bir hücre dokusunu yok etmemiz mümkün değilse yine psikolojik yeteneklerimizden birinin yok olmasından söz açamıyorsak toplum ve devlette de yer alan sosyal kurum ve kuvvetleri aynı biçimde yok edemeyiz.
Toplumda yer alan sosyal kurumlardan birini yok saymak veya devlet içinde yer alması gereken kuvvetlerden birini diğerleri içinde eritmek genel sosyal dengeyi bozar. Esasen tarih, bu kurumların birbirleri üzerinde egemenlik kurma mücadeleleri olarak dahi incelenebilir. Hatta, iktisadi ve siyasî sistemlerin doğuşu dahi bu açıdan değerlendirilebilir.
Kuvvetler dengesinin Din lehine bozulması teokrasiyi, İktisat lehine bozulması kapitalizmi,idâre lehine bozulması faşizmi veva despotizmi doğurmuştur.Bu kurumlardan sadece Bilim tarih boyunca devlete egemen olmuş değildir. Devletin böyle dengesi bozuk biçime dönüşmesi çeşitli aksaklıklara ne den olmuştur.
Bize göre kuvvetler dengesinde yer alan sosyal kurumlar doğal kurumlar olup asıl olan bu kurumlar arasında zaten doğal olarak var olan dengenin bozulmadan korunmasıdır.
Ancak, zaman zaman bu kurumlardan kaldırılmak istenenler olmuştur. Örneğin SSCB ve Doğu Bloku uygulamalarında Din tamamen toplum hayatından soyutlanmış ve vicdanlara itilmek istenmiştir. Bu uygulamanın ne denli yanlış olduğu tartışılmayacak derecede ortaya çıkmıştır.Hattâ SSCB'de yeni düzenin dinî bir düzen olmasına dahi şaşırmamak gerekir. Çünkü, temel sosyal kurumları yok etmeye yönelik uygulamalar, bu kurumların daha da etkin bir biçimde gündeme gelmelerine neden olmaktadır. O halde, bu kurumlardan birini kaldırmak veya dengeyi bunlardan biri lehine bozmak sosyal dengenin bozulması, bu da sosyal sorunların arkasının alınamaması demektir.
Esasen bize göre, her bir kurumun kendi kriteri ile işlevini görmesi ve kurumların birbirlerinin işlevlerine karışamaması lâiklik ilkesinin yansımasından başka bir şey değildir. O halde biz, laikliği kuvvetler dengesi olarak ele alıyor ve ona göre tanımlıyoruz. Böyle bir yaklaşım ve benzetme lâiklikle ilgili teorik tartışmaların tamamını sorun olmaktan çıkarmakta ve kesin olarak çözmektedir. Bütün mesele sosyal kurumlar ile kuvvetler arasındaki ilişkiyi kurmaktan ibarettir. Böyle bir yaklaşım kurumlar arası ayrışmayı sağladığı gibi, bunlar arasında denge kurularak işbirliği ve işbölümünü de gerçekleştirmektedir.
Günümüzdeki lâiklik uygulamaları bu sorunlara cevap verememektedir. Ancak önerdiğimiz Sosyal Denge Modeli'nde ise sosyal kurumlar arasında denge sağlandığı gibi, yapılan laiklik tanımıyla sorun teorik açıdan çözülmekte ve ancak bu takdirde lâiklik ilkesi uğrunda mücadele verilebilen bir nitelik kazanmakta ve devletin vazgeçilmez ilkeleri arasında sayılabilir hâle gelmektedir.