Online courses directory (19947)
Simple Approach for Designers and Photographers Using the Adobe Creative Suite
For the few of you willing to do it - You'll get dramatic results.
Everything a soapmaker needs to know about color and more
Graphic designers, artists, photographers and all those involved in the visual arts need an accurate understanding of colour theory. This free online course from ALISON presents aspects of colour and light perception such as hue, lightness and chroma, brightness and saturation, visual perception of colour, mixing paints, and additive and subtractive colour mixing. The comprehensive text is accompanied by interactive graphics that further explain the concepts. This course is ideal for any learner who practices the visual arts, either professionally or as a hobby, and who wants to greatly enhance their knowledge and understanding of colour theory.
Learn to create a dramatic and cinematic image that tells a story, through compositing and retouching in Photoshop.
An introduction to academic writing for English Language Learners, focusing on essay development, grammatical correctness, and self-editing.
An introduction to academic writing for English Language Learners, focusing on essay development, grammatical correctness, and self-editing.
This course analyzes combinatorial problems and methods for their solution. Topics include: enumeration, generating functions, recurrence relations, construction of bijections, introduction to graph theory, network algorithms, and extremal combinatorics.
Our lives are full of combinations. Combinatorial mathematics is just the science to deal with combinations of discrete items. As an ancient field, the history of combinatorial mathematics can be traced back over 4000 years to the age of the Great Yu in ancient China. Today, combinatorial mathematics is regarded as the basis of computer science since the algorithms in programming heavily rely on the analysis of the discrete elements.
Instead of relying on the traditional mathematical "theorem - proof" format, this course demonstrates various principles in an intuitive manner with ancient stories, the scenes of movies and even a magic show. What you’ll learn:
- The counting principles based on the basic operations “+”, “-”, “*”, “/”;
- Generating functions
- Recurrent number serials such as Fibonacci number, Catalan number, and more
- Pigeon hole principles
- Inclusion and exclusion principles
- Polya counting based on group theory
This course is based on a highly regarded on-campus Tsinghua class called Combinatorics, and is ideal for students who are interested in mathematics or computer science. Enroll today and learn the mathematical theory needed to solve the real-world problems!
我们生活的方方面面都充满着组合,而组合数学正是研究离散事物的学科。作为一个具有悠久历史的学科,组合数学的发展可以追溯到4000年前的大禹时代。而如今组合数学随着计算机学科的发展开启了新的篇章,由于程序算法的分析和实现正是基于对离散对象的分析,因此组合数学已经发展成为计算机学科的基础理论。
而本课程一改以往数学教学的“定理-证明”模式,引领大家由浅入深地逐步探索知识的源泉,这里有古代故事,有电影片段,甚至用魔术来演绎数学概念。而这些形式就是为了引领大家去感受数学的美。具体的教学内容包括:
- 基于四则运算的计数法则;
- 母函数;
- 递推序列,如斐波那契数,卡特兰数等;
- 鸽巢原理;
- 容斥原理;
- 基于群论的波利亚定理。
本课程的内容和大纲主要基于清华大学精品课《组合数学》,通过本课程的学习,学习者可以深入了解计数的抽象理论和具体方法,从而深入理解组合数学对计算机理论发展的推动作用。。
FAQ
I don’t speak Chinese, can I learn the course?
All the materials are in English. Though the original video was recorded in Chinese, the course team record the corresponding dubbing in English. All the audio and subtitles are processed to fit the English dubbing as much as possible, so that you can enjoy this wonderful course in English.
What are the textbook and the reference books for this course?
There is no textbook requirement for this course. The handouts distributed every week are critical. The following books are references
- Richard A. Brualdi; Introductory Combinatorics (5th edition), Pearson, 2009
- J.H.van Lint and R.M. Wilson; A course in Combinatorics, Cambridge University Press, 2001
- 卢开澄,《组合数学》第四版,清华大学出版社
What is the grading breakdown?
- 70% quizzes and exercises
- 30% final exam
How can I get the certificate?
If your final score is no less than 60.
Do I need to know how to program to learn this class?
Not necessary. This course is a math course which is based on fundamental theory. But to help the students to have the intuitive feel of the effects of the theory, we also provide a code lib that you can compare different implementations by running different programs.
Combinatorial Optimization provides a thorough treatment of linear programming and combinatorial optimization. Topics include network flow, matching theory, matroid optimization, and approximation algorithms for NP-hard problems.
This course serves as an introduction to major topics of modern enumerative and algebraic combinatorics with emphasis on partition identities, young tableaux bijections, spanning trees in graphs, and random generation of combinatorial objects. There is some discussion of various applications and connections to other fields.
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This course looks at comedy in drama, novels, and films from Classical Greece to the twentieth century. Focusing on examples from Aristophanes, Shakespeare, Cervantes, Molière, Wilde, Chaplin, and Billy Wilder, along with theoretical contexts, the class examines comedy as a transgressive mode with revolutionary social and political implications. This is a Communications Intensive (CI) class with emphasis on discussion, and frequent, short essays.
This course is designed around analyzing what’s so funny and why is it that we laugh when we do. How is comedy characterized on the fictional page, the screen, and the stage? And what might the comic teach us about the self and culture(s), especially when we come to understand its patterns of transgression as confounding social norms through jokes and laughter? Tracking a history of comedy, beginning with the first Greek humorists, Aristophanes and Plautus, we will traverse genres, periods and cultures to reflect on various types of humor: satire, farce, slapstick, love, tragedy, parody, and screwball.
Conocimientos de Comercio Exterior y Logística Internacional para todos. Explicado por un experto en forma simple.
Comic books have arrived! "Comic Books and Graphic Novels" presents a survey of the Anglo-American comic book canon and of the major graphic novels in circulation in the United States today. Its governing question is simple: by what terms can we discuss comic books as literary art? In pursuit of that question it develops a theory of literary reading and time itself. Visit us at www.facebook.com/UCBComics or bit.ly/project10-4 to see some student-created comics from 2013!
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