yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

The Shortcomings of Religion and the Coming Revolution, with Roberto Unger | Big Think


3m read
·Nov 4, 2024

Processing might take a few minutes. Refresh later.

For over 200 years the world has been set on fire by a revolutionary message. The message is that every individual human being is divine. That all of us, despite the constraints and humiliations that surround us, can share in a greater life and share even in the attributes that we ascribe to God. Nevertheless, the ordinary experience of human beings remains an experience of belittlement. This revolutionary message can only be made real through a series of transformations.

Transformations in how we organize society, in how we live, and in how we understand the world. It is not enough to innovate in our politics. We must also innovate in our basic ideas about who we are. Unless we innovate in these ideas as well as in the arrangements of society, we cannot turn the message of our divinity into a real experience. And thus, the need today for a spiritual revolution as well as for a social transformation.

The focus of my thinking expressed in this book, The Religion of the Future, lies precisely there. In the relation between the transformation of personal experience and the reorganization of social life. All the major religions and philosophies that have exerted the greatest influence over the last 2,000 years arose from a series of religious revolutions that took place around 2,000 years ago. And these religions took three main directions.

One direction one might call overcoming the world, and an example is Buddhism and the philosophies that prevailed in ancient India. But it is a position also represented in modern Western thought, for example, by Schopenhauer. According to this view, all the distinctions and changes that surround us are illusory. Our task, if we are to escape from suffering, is to communicate with the hidden and unified being and to escape this nightmare of the apparent world.

A second orientation, one might call the humanization of the world, and it teaches us that in a meaningless world we can create meaning. We can open a clearing space, a social order that bears the imprint of our humanity. And in particular, we can do so by creating a society that conforms to a model of what we owe to one another by virtue of occupying certain roles. The most important example of this position in the history of religion and of philosophy has been Confucianism.

The third direction is the direction that I call in this book, The Religion of the Future, the struggle with the world. It tells us that there is a trajectory of ascent by which, through changes in how we live and in how we organize society, we can rise to a greater life and share in the attributes that we ascribe to God. And thus, this ascent requires a struggle, and so I call it the struggle with the world.

Now, this third direction has had two main faces in history. A sacred face and a profane face. The sacred face is represented in the Semitic monotheisms - Judaism, Christianity, and Islam. And the profane face in the political projects of liberalism, socialism, and democracy and in the project of personal liberation that has been represented by romanticism, both the original romantic movement and the worldwide popular romantic culture.

The third direction teaches us that each of us is bigger than he seems to be. That each of us is called to share in the greater life and to participate in this divinity that we sometimes treat as a separate entity that created the world and that intervenes in history. It is this third direction that has exerted the greatest influence on humanity over the last couple of centuries in forming a series of revolutionary projects in politics and in culture that have set the whole world on fire.

But all of these religions, in each of these three directions that I have just described – despite their immense differences – share certain common characteristics. One of these characteristics is that they have represented, as it were, a kind of two-sided ticket. One side of the ticket is a license to escape the world. A second side of the ticket is an invitation to change the world. And this ambivalence has never been fully resolved. Another common character...

More Articles

View All
Subtracting with integer chips | Integers: Addition and subtraction | 7th grade | Khan Academy
Let’s say that we want to figure out what negative 8 minus negative 2 is. Now, there’s a lot of ways to approach this, but what we’re going to focus on in this video is to really build the intuition, and we’re going to do that with something called number…
Jessica Livingston Speaks at Female Founders Conference 2015
Hello everyone! Hi! I’m so happy to be here today and have you all here. Um, wow, there are a lot of you! Oh, that’s better! And I know a lot of you have traveled from really far away too, so this is just wonderful. Um, I have a quick question: how many o…
Teaching Social Studies with Khanmigo
Hi, I’m Michelle, a professional learning specialist here at KH Academy and a former classroom teacher just like you. Meet K Migo, your AI-driven companion who’s revolutionizing teaching for a more engaging and efficient experience. Kigo has many exciting…
EconTalk Host Russ Roberts on Key Economic Concepts for Founders
Russ Roberts: Welcome to the podcast! Hey, correct, great to be here! So, you, for those who don’t know, are the host of EconTalk, a research fellow at Stanford’s Hoover Institution, and the author of several books including “How Adam Smith Can Change Yo…
I Fed a Chameleon From My Mouth To Study Its Mouth ( In Slow Motion) | Smarter Every Day 180
Hey, it’s me Destin, welcome back to Smarter Every Day. I’ve been wanting to do this video forever. Chameleons’ tongues are very unique, and this is a very hungry chameleon right now, and I’m going to see if I can feed him by holding a cricket in my mouth…
Solving equations by graphing | Algebra 2 | Khan academy
Let’s say you wanted to solve this equation: (2^{x^2 - 3} = \frac{1}{\sqrt[3]{x}}). Pause this video and see if you can solve this. Well, you probably realize that this is not so easy to solve. The way that I would at least attempt to tackle it is to say…