Great video!!! I didnt understood meaning of predicate clearly. edit = I think I understood it after little bit of googling and watching your next video
A predicate is a statements that has some logical variable, and have true or false truth value, depending on the truth value of each logical variable. Is my understanding correct?
@@brightsideofmaths I like all the efforts you put on throughout your series. I hope you will bit explain on some axiomatic part. However, naive set theory is still fun to learn..☺️
It's butter when you make your plateform which contain excercises and ...free and without support you in steady because I can't do that .But your vedios are really nice .
I would claim sets are built from images. But first I will show that numbers are built from images Example , 4 always represents 4 images, like 4 squares for instance. To be specific numbers are "labels" for groups of images 1. The main idea here is that maths is built from images (a) example , geometry is clearly made of images b) example 2, We claim numbers are built from images too, as say 4 , always represents 4 images, like 4 squares for instance. C) imaginary numbers are connected to images too , which is why they have applications in physics D) In general any mathematical symbol that comes to mind is connected to images too.
So the unfamiliar symbols are becoming familiar, thank you, this is great!
Great! I am glad that you like it :)
I should of started here before real analysis and measure theory! Very engaging introduction, a structured approach.
You made a great effort. Bravo!!!
شكرا و جزاك الله خيرا
Thank you so much for this! It is truly helpful.
Glad it was helpful! :)
Sir plzzz continue the series
Danke schön
Thanks
your handwriting is very satisfying. great videos btw. thank you for them. i am enjoying and learning.
I suppose it would be a great habit to use mathematical notation and logic to do all my thinking and writing from now onwards. 😄
Great video!!! I didnt understood meaning of predicate clearly.
edit = I think I understood it after little bit of googling and watching your next video
Glad it was helpful! Predicate is roughly just a statement where you can change a variable.
@@brightsideofmaths thank you for the response.
@@brightsideofmaths Are there any practice problems that are associated with your video lectures (so to gain better understanding of the concepts)
@@mohanish007 I have quizzes that might help you :) Just have a look tbsom.de/s/slm
A predicate is a statements that has some logical variable, and have true or false truth value, depending on the truth value of each logical variable. Is my understanding correct?
It could be any variable in this sense.
Is infinity an element of the various number sets? Is infinity a number? What is a "number"?
It's coming in the next videos :D See description :)
..Hope you merely focus on Russell's Paradox and the axiomatic set theory ☺️☺️
This is an introduction, where one should skip the axiomatic path. However, I mix it a little bit. I hope that you still like it then :)
@@brightsideofmaths I like all the efforts you put on throughout your series. I hope you will bit explain on some axiomatic part.
However, naive set theory is still fun to learn..☺️
@@strai5150 Don't worry. Axioms of set theory will come in another video for sure :)
@@brightsideofmaths eagerly awaiting for that☺️
It's butter when you make your plateform which contain excercises and ...free and without support you in steady because I can't do that .But your vedios are really nice .
Thanks! I am glad that the videos help!
So if logic and set theory are the foundations of mathematics, is there a foundation for logic?
Why isn't infinity a variable? When it has a number of meanings?
We talk about numbers in "Start Learning Numbers"
I would claim sets are built from images.
But first I will show that numbers are built from images
Example , 4 always represents 4 images, like 4 squares for instance.
To be specific numbers are "labels" for groups of images
1. The main idea here is that maths is built from images
(a) example , geometry is clearly made of images
b) example 2, We claim numbers are built from images too, as say 4 , always represents 4 images, like 4 squares for instance.
C) imaginary numbers are connected to images too , which is why they have applications in physics
D) In general any mathematical symbol that comes to mind is connected to images too.
If u would give an English example for all, like u did for one of them, it would be more understandable
Thanks! Good suggestion!
omg，why you close the subtitles.It is a bad news for a chinese student though my English is not poor.
I don't close subtitles. I have a whole GitHub with subtitles, see description.