فقه سیاسی
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)
2016-05-24 23:34:51
![](/pic/facebook_1.jpg) رابطه بین نظام سیاسی و بقیه نظم اجتماعی در جامعۀ اسلامی غیرمتوازن است ، سلطۀ سیاسی حاکمه در شرق اسلامی بالای تمام نظامها خصوصا نظام سیاسی تسلط کامل دارد و در هرم دولت نظام حاکم دررأس تمام نظامها قرار دارد.
دکتور محمد المبارک استاد قانون بین الدول در پوهنتون ملک فیصل در مملکت عربستان سعودی رابطه بین نظام سیاسی و بقیه نظامهای اجتماعی را بحث نموده باین نتیجه میرسد .
روش عقلانی و سیاسی در جهان عرب بر روش قانونی برتری و غلبه دارد . در جهان غرب علماء و دانشمندان ، قانون را نسبت به جانب سیاسی بالاتر می دانند به عبارت دیگر روش.. عقلانی نسبت به روش سیاسی برتری دارد . برتری روش قانونی بر روش سیاسی در امریکا سبب آن این استکه اکثر رؤساء جمهور بغیر از دو رئیس از بین قانون دانان باشند . روش سیاسی که امروز در کشور های اسلامی حاکم است از نظر فکر سیاسی اسلام مورد پذیرش فقه سیاسی نیست .
تسلط مطلق نظام سیاسی بالای نظامهای اجتماعی در کشور های اسلامی بی نظمی را در روش فکر معاصر مسلمانان بوجود آورده و زمینۀ نشر فرهنگ سیاسی و اجتماعی غرب را در جهان اسلام آمده کرد . دکتور حبیب الحنجانی مشکلات سیاسی مسلمانان را بشکل سؤال این طور مطرح میکند : چرا حرکت های اسلامی امروز و حرکت سلفی دیروز این سؤال را مطرح نمی کنند که اسلام بصورت واقعی مگر در زمان های محدود تطبیق نشد؟ و چرا مسلمانان در تمام مناطق که دولت اسلامی را تأسیس کردند در احیاء عصرراشدین ناکام اند ؟
ابو الحسن الندوی در جواب سؤالات مطرح شده می نویسد : ناکامی سیاست اسلامی از آغاز تاریخ جدائی بین دین و دولت شروع میشود. در نتیجۀ جدائی بین دین و سیاست و بین و دولت زمامداران تسلط کامل بر دولت و سیاست یافتند و برای ادامۀ سلطۀ استبدادی خود از فقهاء و رجال الدین استفاده نمودند و در تحت این شرایط ، سیاست از دائره و تسلط و نفوذ دین خارج شد و حکومت های قیصری مستبد روی کار آمد . در ایجاد حکومت های استبدادی عدۀ از علماء دست به مخالفت زدند و عدۀ خاموش نشستند و عدۀ با استبداد سیاسی و دیکتاتوری همکاری کردند تا اینکه دین از سیاست جدا و زندانی شد و در نتیجه ای کنار رفتن دین از دولت نظام سیاسی مستقلانه عمل کرد و سیاستمداران و عدۀ از علمای سلطه طبقۀ خاص و ممتاز را درجامعه تشکیل دادند .
استبداد سیاسی با حمایت غرب سبب قوت بیشتر سلطۀ قبیلوی در جهان اسلام شد و استعمار غرب از زعمای قبیلوی به نفع خود استفاده نمود و نظام سیاسی اسلام را کاملا از زندگی سیاسی مسلمانان جدا ساخت . نظام سیاسی بنام اسلامی و مساعدت اقتصادی و حمایت غرب از استبداد سیاسی و زمامداران فاسد و وابسته ، نهضت دیموکراسی جوان اسلامی ضعیف و در بعض مناطق کاملا سرکوب شد . زیر فشار استبداد سیاسی عدۀ از جوانان مسلمان از خط اعتدال و وسط اسلامی فاصله گرفتند و در بدل نظام دیموکراسی از گروه های افراطی حمایت کردند. غرب با استفاده از سقوط حرکت و نهضت های دیموکراسی در جهان اسلام و ضعف نظام سیاسی و وابسته تحکم سیاسی خود را در کشور های اسلامی قوت بیشتر داد و این تحکم و نفوذ سیاسی و اقتصادی غرب تاجای رسید که غربی ها اکثر زمامداران کشور های اسلامی را از راه انقلابات عسکری و اشغال نظامی تحت نام مبارزه با ترور و یا از طریق انتخابات تقلبی حاکم ساختند .
مشکل بزرک دیموکراسی معاصر اسلامی را میتوان در عدم توجه علماء در امور سیاسی و رابطه بین سلطه سیاسی و مردم در فقه سیاسی یا فکر اسلام سیاسی یافت . درنتیجۀ عدم توجه و دقت دانشمندان و علماء درجهان اسلام به فقه سیاسی خلل و بی نظمی در فکر سیاسی اسلام راه یافت و مسلمانان در مسائل سیاسی و فهم اصطلاحات سیاسی دچار مشکلات شدند . علت خلل در ساحۀ سیاسی و فکری در این است که علمای اسلام در مسائل فقه عبادات و معاملات کار بیشتر انجام دادند و فقه معاملات و عبادات را با زحمت های خود غنی تر ساختند اما در ساحۀ فقه سیاسی کمتر توجه نمودند . عدم توجه علماء و فقهاء در فقه سیاسی سبب شد تا فکر سیاسی اسلام با مقارنه با مسائل عبادات و معاملات فقیر تر و مطابق زمان و مکان و تغیرات جامعه نباشد . عدم رعایت فقه سیاسی سبب شد تا جماعت بزرگ از مسلمانان در حکم خود در مسائل سیاسی دچار اشتباهات بزرگ و حتی خطر ناک شوند مثلا گروه از مسلمانان باین عقیده اند که زن در فقه سیاسی اسلام حق اشتراک در مسائل سیاسی و نظام سیاسی را ندارد و جای زن خانه شوهر و بعد از آن قبرستان است . گروه دیگر باین عقیده اند که تشکیل احزاب سیاسی خلاف عقیده اسلامی است این گروه وحدت سیاسی و فکری مسلمانان را در عدم موجودیت احزاب متعدد سیاسی می دانند و ازحزب واحد بنام حزب الله یا حزب اسلامی و جمعیت اسلامی حمایت می کنند و تصور و خیال دارند که وحدت مسلمین در تشکیل حزب واحد سیاسی خلاصه می شود این تصور و خیال فکر سیاسی اسلامی را صدمه داد و جامعۀ اسلامی در مقاومت استبداد سیاسی که عموما در حزب واحد خلاصه میشود عاجز ماند .
علامه دکتور یوسف القرضاوی در مورد مشکلات مسلمانان در فقه سیاسی دیالوک سیاسی را بطور مثال می آورد و می نویسد : بسیار متأثر شدم زمانیکه در بین علمای افغانستان ، قهرمانان که جهاد مقدس را با تمام شور و شوق و اخلاص به نتیجه و پیروزی رسانیدند عدۀ باین عقیده هستند که تعلیم زن حرام است . قبول انتخابات را برای انتخاب نمایندگان شورای ملی و انتخاب رئیس دولت را حرام می دانند . تعیین مدت را برای کار رئیس دولت حرام می دانند ، شورا از نظر شان الزامی یعنی حتمی و اجباری نیست . ناکامی و عدم پیروزی حرکت های اسلامی درعصر حاضر به دلیل همین افکار عقب گرایی است که عدۀ آنرا فکر اسلامی تصور کرده اند . این طرز تفکر و روش فکری با روش فکر اسلامی توافق ندارد . ( دکتور یوسف القرضاوی « اولویات الحرکة الإسلامیة فی المرحلة القادمة » صفحات 128-129 ) .
مصیبت بزرگتر این است کسانیکه بنام اسلام حرف می زنند در مسائل اسلامی نظر کوتاه و دانش کم دارند و متأسفانه با استفاده از نظریات ناقص خود کتابها نیز تألیف می کنند . این گروه از مسلمانان نظریه ای که اسلام به زن بودن کراهیت دارد به نشر می سپارند و اسلام را دین ضد زن معرفی می کنند . ( محمد الغزالی « تراثنا الفکری فی میزان الشرع و العقل » ص 65 ).
الغزالی اضافه می کند که بعض از مسلمانان باین عقیده اند که اگر وظایف بزرگ در دولت به زنان اختصاص داده شود آینده امت اسلامی به مخاطره می افتد و دلیل می آورند که امپراطوری فارس به دلیل اینکه یک زن در رأس آن بود سقوط کرد درحالیکه سقوط امپراطوری فارس به سبب عدم آزادی ها و عدم مشوره ای امپراطوره با مردم بود نه به علت اینکه زن در رأس دولت بود . این گروه از مسلمانان فراموش کرده اند که خانم گولدن مائیر صدر اعظم اسرائیل یک زن بود و مارشالها و جنرال های عرب را در شش ساعت شکست داد و صدر اعظم هندوستان اندرا گاندی زن بود و توانست در چند روز مارشال ایوب خان را شکست دهد و بنگلدیش را از پاکستان جدا سازد . قرآن کریم از ملکه بلقیس صفت می کند . بعض باین عقیده اند که زن حق شهادت را در مورد قتل ندارد . این گروه از مسلمانان از ساخته کاری و غل و غش و تقلب در انتخابات استادان و متخصصین اند . ( محمد الغزالی « السنة النبویة بین أهل الفقه و أهل الحدیث » صفحات 33-34-35 ).
مخالفت با تشکیل احزاب سیاسی مشکل دیگر مسلمانان است در حالیکه در شریعت تشکیل احزاب سیاسی مانع ندارد و در اسلام نص نیست که تشکیل احزاب را ممانعت کرده باشد بر عکس تعدد نظریات و احزاب متعدد در عصرحاضر یک ضرورت است تا مانع استبداد سیاسی و دیکتاتوری شود . تکوین احزاب سیاسی وسیلۀ فعال و خوب جهت مقاومت طغیان سیاسی وحاکم مستبد است . تعدد برنامه به معنی تعدد افکار و روش در برنامه های سیاسی است و احزاب سیاسی شباهت زیاد به مذاهب فقهی دارند ، مسلمانان مذاهب فقهی را قبول کرده اند لذا قبول احزاب سیاسی نیز یک امر قبول شده است . ( دکتور یوسف القرضاوی « فتاوی معاصرة » جلد دوم ، صفحات 701-702-705).
معارضه سیاسی در سیاست اسلامی اصل قبول شده است و به عبارت دیگر مخالفت علمی و مسالمت آمیز با سلطۀ حاکمه که بنام اوپوزسیون یاد میشود یکی از خصوصیت های عمده سیاست اسلامی است و فقه سیاسی اسلام حق معارضه را حق قانونی و فطری انسان میداند . تجربه های سیاسی عصر خلفای راشدین نشان میدهد که مخالفت با رأی حاکم و سیاست های دولت یکی از ضوابط ثابت در سیاست اسلامی بود و میتوان مخالفت های صحابه را با نظام سیاسی به اصطلاح معاصر بنام حزب مخالف یا اوپوزسیون یاد کرد و بهترین نمونۀ معارضه سیاسی را در انتخاب حضرت ابوبکر الصدیق رضی الله عنه می بینیم . ( فضل غنی مجددی « مطالعۀ تمهیدی عصر رسالت و خلافت راشده » فصل ابوبکر الصدیق ).
در فقه سیاسی اسلام مخالفت با سیاست های غیر مناسب و غیر عادلانه دولت بالاتر از حق بوده و فقه سیاسی اسلام معارضه سیاسی را بالای زن و مرد به درجۀ فرض می رساند . معارضه سیاسی مخالفت با منکر سیاسی است و منکر سیاسی در فرهنگ سیاسی اسلام خطر ناکترین منکرات به حساب می آید به دلیل اینکه منکر سیاسی دروازۀ تمام منکرات را باز میکند . منکر سیاسی وحدت ملی و تمامیت ارضی را به مخاطره می اندازد و تهاجم نظامی خارجی را آماده می سازد . قرآن کریم در سورۀ آل عمران آیات 104 و 110 و المائدة آیات 78 و 79 اسباب لعنت شدن یهود را در عدم معارضه سیاسی میداند . یهود امر به معروف و نهی از منکر را فراموش کردند و ضد منکرات قیام نکردند و در مقابل اعمال زشت زمامداران خود سکوت کردند .
حضرت محمد صلی الله علیه وسلم مسلمانان را امر به تشکیل اوپوزیسون میکند و می فرماید : « من رأی منکم منکرا فلیغیره بیده ؛ فإن لم یستطیع فبلسانه ، فإن لم یستطیع فبقلبه ، و ذلک أضعف الإیمان » حدیث مبارک مراتب مقاومت را نشان میدهد و ضمناً أهمیت معارضه را در نظام سیاسی به مسلمانان می آموزاند . سکوت در مقابل منکرات سیاسی یا فساد سیاسی علامۀ ضعف ایمان افراد جامعه را نشان میدهد . در حدیث دیگر آنحضرت می فرمایند: گفتار حق در مقابل سلطان مستبد نوع از انواع مخالفت سیاسی با نظام است و پیامبر صلی الله علیه وسلم آنرا به بهترین جهاد تشبیه می کنند.
بطور عموم روش سیاسی معاصر اسلامی تابع میراث فرهنگ و ثقافت تاریخی است . به همان اندازه که فرهنگ و ثقافت اسلامی صدمه دیده بهمان اندازه روش فکر سیاسی اسلامی نیز صدمه دیده . اطاعت ولی امر وسکوت در مقابل سلطۀ سیاسی در فرهنگ سیاسی اسلام قوت بیشتر را نسبت به مقاومت حاکم مستبد و ظالم دارد . زعمای مستبد با همکاری عدۀ از علماء فقه اطاعت را تقویت و اطاعت حاکم مستبد را صبغۀ دینی دادند . در شماره بعدی در مورد فقه اطاعت حرف کوتاه خواهیم داشت.
برای معلومات بیشتر مهربانی کرده به ( فضل غنی مجددی « روش فکر معاصر اسلامی » مراجعه فرماید ). |