# College Math Problem Solving

We will state the definition of Metric Space & topology and then go to elaborating some popular examples e.g norms – connection of metric space with functional analysis & lower limit topology. We will learn about ope & closed sets in a topology then closure of a set in topological space. We will read about the definition of basis & sub basis. Here we will work on basis & sub basis. Here we will work out on some problems as well.

# College Math Problem Solving

#### When

• Every Sunday
• 9:45 PM I.S.T.

#### Where and who can attend

• Live, Online
• Aspirants of I.S.I. M.Math, TIFR, Subject GRE
• Only internal students at Cheenta may attend.

#### What will we learn?

We will state the definition of Metric Space & Topology and then go to elaborating some popular examples like norms- connection of metric spaces with functional analysis & lower limit topology.We will learn about open & closed set in topological space.We will read about the definition of basis & sub basis. Here we will work out some problems as well.

#### This week...

Problem Solving on Connectedness & Topology .

# Faculty

#### Sourayan Bannerjee

Alumni,Faculty, Cheenta

Pursuing Ph.D in Mathematics (IISER Bhopal;India)

Research Interest : Algebraic K Theory

by Sheldon Axler

# College Mathematics program

The higher mathematics program caters to advanced college and university students. It is useful for I.S.I. M.Math Entrance, GRE Math Subject Test, TIFR Ph.D. Entrance, I.I.T. JAM.
The program is problem-driven. We work with candidates who have a deep love for mathematics. This program is also useful for adults continuingÂ who wish to rediscover the world of mathematics.

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