## Department of Mathematics

Indian Institute Of Technology Madras , Chennai

### On Product Norms

#### Abstract :

Let $(U, \|-\|_u), (V, \|-\|_v)$ be any to normed linear spaces. A norm on $U\times V$ is called a product norm if when restricted to $U$ and $V$ it agrees with $\|-\|_u$ and $\|-\|_v$ respectively. We investigate existence inequivalent product norms. We hope that this will help to understand the space equivalence classes of all norms on $\ell_1(N).$

Key Speaker Dr. Anant R. Shastri (Department of Mathematics, IIT Bombay)
Place NAC 522
Start Time 3:00 PM
Finish Time 4:00 PM
External Link None