đ¶ âGM, good morning! Letâs prove mathematical theorems with LEAN, hehe!â đ§ź
.
I saw Justin Sun talking about Lean and #JustinSunPrize,
so today your doggo is going to explain a bit of math in an easy-to-understand way đ
.
đ» Lean is a programming language and a tool for helping prove mathematical statements. We write the problems, conditions, and proofs in a language that a computer can checkâkind of like having a homework grader who keeps asking, âWhat reasoning are you using in this step?â đ
.
Hereâs a simple example:
âThe sum of two even numbers is always even.â
.
If a and b are integers, we can write two even numbers as 2a and 2b. So:
.
đ 2a + 2b = 2(a + b)
.
Since a + b is still an integer, the sum is even â
.
Trying examples like 2 + 4 or 6 + 8 can help illustrate the idea, but the proof above explains why this statement is true for every pair of even numbers!
.
đ
@justinsuntron @trondao @TronDao_THA
#TGF #TronGlobalFriends
.
I saw Justin Sun talking about Lean and #JustinSunPrize,
so today your doggo is going to explain a bit of math in an easy-to-understand way đ
.
đ» Lean is a programming language and a tool for helping prove mathematical statements. We write the problems, conditions, and proofs in a language that a computer can checkâkind of like having a homework grader who keeps asking, âWhat reasoning are you using in this step?â đ
.
Hereâs a simple example:
âThe sum of two even numbers is always even.â
.
If a and b are integers, we can write two even numbers as 2a and 2b. So:
.
đ 2a + 2b = 2(a + b)
.
Since a + b is still an integer, the sum is even â
.
Trying examples like 2 + 4 or 6 + 8 can help illustrate the idea, but the proof above explains why this statement is true for every pair of even numbers!
.
đ
@justinsuntron @trondao @TronDao_THA
#TGF #TronGlobalFriends
