Can anybody please help me to prove this..
Let p greater than or equal to 1,show that the space of all p-summable sequences is an inner product space if and only if p=2
Printable View
Can anybody please help me to prove this..
Let p greater than or equal to 1,show that the space of all p-summable sequences is an inner product space if and only if p=2
We can't help you without knowing what YOU know about this problem yourself. What is the definition of "p-summable sequences"? What is the definition of "inner product space"? What is the definition of "inner product"?