A Master of Science in Chemistry offers advanced study and research opportunities in key areas such as organic, inorganic, analytical, physical, and biochemistry. The program deepens students' understanding of chemical principles while enhancing their laboratory, instrumentation, and data analysis skills. Students often have the option to specialize in a particular field and may complete a research thesis or project under faculty supervision. This graduate-level training prepares students for professional roles in industries such as pharmaceuticals, environmental science, materials science, or for further academic pursuits in doctoral programs. 1. Duration: Typically 2 years 2. Focus: Advanced study of chemistry and its applications 3. Curriculum: Includes core courses, electives, and research work in specialized areas of chemistry
Duration of programme
Level of Study
Matter Study Emphasis
Subfield Investigation
Tools and Techniques
Comprehensive Study
• PEO-1-The student will be able to define the concepts of group, ring, field, and will be able to readily give examples of each of these kinds of algebraic structures.
• PEO-2-The student will be able to define the concepts of coset and normal subgroup and to prove elementary propositions involving these concepts.
• PEO-3-The student will be able to define the concept of subgroup and will be able to determine (prove or disprove), in specific examples, whether a given subset of a group is a subgroup of the group.
• PEO-4-The student will be able to define and work with the concepts of homomorphism and isomorphism.
• PEO-5-The student will be able to apply the basic concepts of field theory, including field extensions and finite fields.
• PEO-6-The student will be able to define the concepts of module over a ring and will be able to readily give examples of this kinds of algebraic structures.
• PEO-7-The student will be able to define and work with the concepts of Noetherian and Artinian modules and rings.
• PEO-8-The student will be able to define the concept of Linear transformations, Algebra of Linear transformations & Linear operators, Nilpotent transformations, Jordan blocks & forms.
• PEO-9-The student will be able to give detail proof and work with the concepts of Schur’s Lemma.
• PEO-10-The student will be able to apply the basic concepts of modules, including uniform and primary modules
Graduation in Science with Chemistry
GEN.-45% ST,SC,OBC-40%
