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Working with Translation: Theory and Practice
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Introduction to Graphic Illustration
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Dive into mathematical physics equations through wave motion, heat conduction, and potential equations, mastering solution techniques and theoretical proofs for time-space variations in physics and mathematics.
了解曲线及曲面的弯曲,甚至时空的弯曲及精确计算,对于机械设计及计算机图形学专业尤为必要了解,同时通过此课程的学习,加深所学基础课,如微积分,线性代数的理解。
掌握空间解析几何的基础知识,从向量运算到曲面方程,培养代数解决几何问题的能力,提升空间想象力,为进阶数学课程打下基础。
统计计算是统计学与计算科学的完美结合, 是进行探索性数据分析和高维数据可视化的有效方法, 已经成为大数据时代数据分析的重要组成部分!
化学是一门中心的、实用的和创造性的学科,本课程主要介绍化学在不同科学领域发展过程当中的创新性研究,着重培养学生的创新精神。
线性统计模型是现代统计学中应用最为广泛的模型之一,而且也是其它统计模型研究或者应用的基础。掌握了线性模型的理论,也就掌握了统计的核心内容。
Dive into fundamental concepts of functional analysis, exploring metric spaces, Banach spaces, and Hilbert spaces through rigorous mathematical proofs and practical applications in infinite-dimensional spaces.
Master mathematical modeling techniques to solve real-world problems through elementary models, differential equations, probability statistics, and mathematical programming. Develop practical problem-solving skills.
Master 实验设计与数据处理的基本原理和方法,从单因素到多因素实验设计,掌握数据处理技术,提升科研创新能力和实验数据分析能力。
Explore the fascinating relationship between cell biology and modern pharmacology, from membrane channels to disease mechanisms and drug development for treating genetic mutations and cancer.
离散数学是高等院校理工科的一门重要的专业基础课。一方面,它为计算机及相关专业课提供必要的数学基础;另一方面,通过离散数学的学习,可以培养学生的逻辑思维能力与抽象思维能力。
Explore fundamental concepts of solid-state chemistry, from crystal structures to material synthesis, while mastering analytical techniques and understanding structure-property relationships in materials science.
Delve into soil mechanics principles, physical properties, and engineering applications through micro-lectures focusing on stress, deformation, strength, and permeability characteristics of soils.
掌握优化理论核心概念和算法,从无约束优化到约束优化,通过数值实验和编程培养数学建模与数据分析能力,着重学习各类经典优化算法的应用。
通过对本课程的学习,学生可以在提高语言能力的同时,加深对英美文化的认识,洞悉中西方文化差异,拓展国际视野,提高跨文化交际能力。
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