What I want to hear during a scientific presentation
Lorenzo Clemente
University of Warsaw
LMW@LICS’25 @ Singapore, 23/06/2025
Disclaimer
You are the expert
You are the best person in the world to do research in your area
You are the worst person in the world to explain your area
You are the expert
You are the best person in the world to do research in your area
You are the worst person in the world to explain your area
Anecdote
Take the point of view of the audience
What is the target of your presentation?
Take the point of view of the audience
Conflicting objectives
Take the point of view of the audience
Conflicting objectives
How learning works
Learning is about connecting different concepts.
Strategies
Place your result in the bigger picture
Stress what are the difficult/non-trivial steps
Strategies
Place your result in the bigger picture
Stress what are the difficult/non-trivial steps
Strategies
Avoid formal definitions
Technical concepts best explained
BUT!
Strategies
Avoid formal definitions
Technical concepts best explained
BUT!
Progressive escalation of content
Idea: Give everybody something to take away from the presentation
(A) => (B): Everybody should learn something new
(B) => (C): Somebody (the experts) should learn something new
An example
Let a series f_1 be regular if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to {f_1, …, f_k}
(this is in analogy to DFA and regular languages)
Let a series f_1 be rational if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to the linear span of {f_1, …, f_k}
(this introduces the new notion of linear span)
Let a series f_1 be shuffle-finite if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to the algebra generated by {f_1, …, f_k}
(this introduces the new notion of algebra)
An example
Let a series f_1 be regular if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to {f_1, …, f_k}
(this is in analogy to DFA and regular languages)
Let a series f_1 be rational if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to the linear span of {f_1, …, f_k}
(this introduces the new notion of linear span)
Let a series f_1 be shuffle-finite if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to the algebra generated by {f_1, …, f_k}
(this introduces the new notion of algebra)
An example
Let a series f_1 be regular if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to {f_1, …, f_k}
(this is in analogy to DFA and regular languages)
Let a series f_1 be rational if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to the linear span of {f_1, …, f_k}
(this introduces the new notion of linear span)
Let a series f_1 be shuffle-finite if there are generators f_2, …, f_k s.t. for every input symbol a,
the left derivative of generator f_i by a belongs to the algebra generated by {f_1, …, f_k}
(this introduces the new notion of algebra)
Presenting other people’s work
Some of the best presentation I’ve seen were about the work of other people
=> They focus by construction on what the audience wants to hear
Idea: Conference where we present each other’s results?