Posts

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How to Tackle the Difficulty to Start

The difficulty to start may be one of the biggest setbacks in achieving almost anything in life. You sit down to write the first chapter of your book. You are bothered by some items on your desk, so you clean that first. Then you put some music on. No, but you can’t concentrate with this music, so you change the music. You adjust the brightness of your screen and then you check social media just in case. Then you think that maybe you should do something else instead, because writing a book may not pay off. You decide to stick to your plan, however, and write, but then you check how much time has passed and realise that you are actually thirsty….

Does this sound familiar? In my case it sometimes gets even worse. I used to start feeling guilt about Read more

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A Bracelet Challenge

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In this post Tim Ferriss writes about the thought-awareness bracelet. It is a bracelet which you wear on either hand and whenever you complain about something (constructive criticism doesn’t count), you have to switch the hand on which the bracelet is. An exveption is when you complain without swearing and immediately offer a potential solution to the problem. The aim is to go 21 consequetive days without switching. In this way you teach yourself an important habit of finding solutions instead of just cursing how shitty life is amd generally focus on the more positive aspects of life. I believe this raises your base level of happiness. It also makes you aware how much energy and time people waste on plain complaining.

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Podcast

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Art vs. Mathematics and How to Get Something from Nothing: An interview with Markus Rissanen

I wrote previously about Markus Rissanen when I still didn’t know him personally. Markus is a professional artist who has been fascinated by tilings and their mathematical properties such as symmetries and regularities ever since he was very young. As explained in my previous post, Markus eventually solved the problem of generalising some quasiperiodic properties of Penrose tilings from 5-fold symmetry to n-fold symmetry for any positive integer n. In this interview we briefly touch the subject of tilings. Then we talk about the difference between mathematical work, artistic work and the work of writing a PhD thesis in which Markus was engaged for the past four years. I got to ask him a question that has been bothering me for a long time: Why don’t artists, especially painters do joint work? At least significantly less frequently than, say, mathematicians, who are traditionally considered to be “lonely workers” (not the case! See my interview with Olli Martio). Another important topic we touch upon is what to do when you do not have inspiration? Here is part of Markus’ answer:

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