Solving multivariate polynomial systems using hyperplane arithmetic and linear programming
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برنامهریزی خطی، یا همان بهینه‌سازی خطی، روشی در ریاضیات است که به پیدا کردن مقدار کمینه یا بیشینه از یک تابع خطی روی یک چندضلعی محدب می‌پردازد. این چندضلعی محدب در حقیقت نمایش نموداری تعدادی محدودیت از نوع نامعادله روی متغیرهای تابع است. به بیان ساده‌تر به وسیله برنامه‌سازی خطی می‌توان بهترین نتیجه (مثلاً بیشترین سود یا کمترین هزینه) را در شرایط خاص و با محدودیت‌های خاص به دست آورد. محل اصلی استفاده برنامهریزی خطی در مدیریت و اقتصاد است، اما در مهندسی نیز کاربردهای فراوانی دارد. درواقع برنامه ریزی خطی بخشی از تحقیق در عملیات و موسوم به علم مدیریت است که اول بار توسط نیروی هوایی ارتش آمریکا بکار گرفته شد. می‌توان گفت حدود یک‌چهارم کل محاسبات علمی که بر روی رایانه انجام گرفته‌است، به برنامهریزی خطی و مشتقات آن مربوط می‌شود.
در این صفحه، تعداد 219 مقاله انگلیسی از ژورنال ها و مجلات معتبر پایگاه ساینس دایرکت (ScienceDirect) درباره موضوع برنامه ریزی خطی آرشیو شده است که شما می توانید مقالات مورد نظر خود را بر اساس سال انتشار، موضوع مقاله، وضعیت ترجمه و تعداد صفحات، انتخاب نموده و دانلود فرمایید.
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در صورتی که مقاله لاتین مورد نظر شما تا کنون به زبان فارسی ترجمه نشده باشد، واحد ترجمه پایگاه ISI Articles با همکاری تنی چند از اساتید و مترجمان با سابقه، آمادگی دارد آن را در اسرع وقت و با کیفیت مطلوب برای شما ترجمه نماید.
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