Bessels function:prove J–n(x) = (–1)n Jn(x) Where n is positive integer.

preview_player
Показать описание
Relation between Jn(x) and J–n(x), Show that when n is(i) positive integer, J–n(x) = (–1)n Jn(x)

in today's session we are going to learn
Relation between Jn(x) and J–n(x), Show that when n is(i) positive integer, J–n(x) = (–1)n Jn(x)

#maths

follow me on Instagram
⬇️
Рекомендации по теме
Комментарии
Автор

I agree with the change r=n+k, but the summation starts at r=0, therefore, with the change it should start with n=-k, but you started with k=0. Can you elaborate on this please

ddtg
Автор

Really helped me. Thanks for uploading.

mheich
Автор

Where is r= n+k coming from? I don't understand

owodoluvictoria