전문 번역가, 번역 회사, 웹 페이지 및 자유롭게 사용할 수 있는 번역 저장소 등을 활용합니다.
teorem cauchy goursat adalah hasil asas dalam analisis kompleks yang mewujudkan hubungan antara kamiran fungsi kompleks di sepanjang laluan tertutup dan nilainya dalam rantau yang hanya bersambung. dinamakan sempena ahli matematik augustin louis cauchy dan joseph goursat, teorem ini memberikan pandangan penting tentang tingkah laku fungsi analitik yang kompleks. pada dasarnya, teorem menyatakan bahawa jika sesuatu fungsi adalah holomorfik (analitik atau boleh beza) dalam sesuatu kawasan dan berterusan
the cauchy goursat theorem is a fundamental result in complex analysis that establishes a relationship between the integral of a complex function along a closed path and its values within a simply connected region. named after mathematicians augustin louis cauchy and joseph goursat, this theorem provides crucial insights into the behavior of complex analytic functions. in essence, the theorem states that if a function is holomorphic (analytic or differentiable) within a region and is continuous