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Thank you so much for your videos! I love being in contact with Syntax through such an intelligent professional!
Best video series I've ever seen on Utube
Thanks for this Channel Caroline, I really love the animations and data floating to your left!
An engaging and engrossing series of videos about Syntax. The concepts are really clear!
Thank you for your great and simple explanation, my teacher COULD NEVER do that.
Good day. Thank you Professor Heycock. This online lecture is superb. Cheers for sharing.
best recursion example i have seen so far, thank you!
Mam,You are doing a great job.
Thanks for uploading these videos. You are the best.
Thank you so much, now I can understand recursion
Thank you professor
Beautiful explanation
Just brilliant!
awesome illustration...thanks for video
Thank you so much. easy and clear explanation.
Although conceived differently "recursiveness" and "paradigmatic pattern of De Saussure", both processes entail "a kind of generativism": allow for creating an infinite number of sentences, from a finite set of items....What's your take on that?
Brilliant!
Thanks so much, it's really helpful
What an age to be breathing in !
thank uuu
subtitles are out of sync :(
Fixed. Thanks!
Slight correction: recursion doesn't allow you to build infinite symbol strings, it only lets you build arbitrarily large finite strings.
Thank you so much for your videos! I love being in contact with Syntax through such an intelligent professional!
Best video series I've ever seen on Utube
Thanks for this Channel Caroline, I really love the animations and data floating to your left!
An engaging and engrossing series of videos about Syntax. The concepts are really clear!
Thank you for your great and simple explanation, my teacher COULD NEVER do that.
Good day. Thank you Professor Heycock. This online lecture is superb. Cheers for sharing.
best recursion example i have seen so far, thank you!
Mam,
You are doing a great job.
Thanks for uploading these videos. You are the best.
Thank you so much, now I can understand recursion
Thank you professor
Beautiful explanation
Just brilliant!
awesome illustration...thanks for video
Thank you so much. easy and clear explanation.
Although conceived differently "recursiveness" and "paradigmatic pattern of De Saussure", both processes entail "a kind of generativism": allow for creating an infinite number of sentences, from a finite set of items....What's your take on that?
Brilliant!
Thanks so much, it's really helpful
What an age to be breathing in !
thank uuu
subtitles are out of sync :(
Fixed. Thanks!
Slight correction: recursion doesn't allow you to build infinite symbol strings, it only lets you build arbitrarily large finite strings.