Our Story
Theorems Groups is a renowned professionally managed consortium of companies having offices in Asia, the Middle East and Africa. The first company under the group was established in the year 2004 in Mumbai, India under the brand name Theorems Designing India LLP and was operated from the residence of the partners. With backing from a dedicated and professional team and persistent efforts by the partners, the LLP was able to relocate to its owned office in Mumbai and within a short span, the LLP had branches in Delhi and Bengaluru (previously Bangalore). Today, Theorems groups have expanded its network and have independent companies and offices in the U.A.E, Central Africa, East and West Africa. The group is optimistic about the future with the ambition of having a global presence.
“Theorems Groups” was instituted with a noble thought of having a sustainable society where every individual in the economic landscape benefits. Our core objective is to provide our valued global customers be it an individual, a corporate entity (small, medium or large), government etc. with innovative products, services and solutions that eventually lead to upliftment of the society at a large and creates a better world to live in.
Our Vision
“Delivering winning solutions that inspire better life”
Our Mission
To partner with governmental and commercial entities in realizing economic development, social security and sustainability through our consistent, reliable and cost-effective solutions for meeting customer needs and service satisfaction.
Our products and services
Initially, the company was established as an engineering company having expertise in Planning, Designing, Engineering, Procurement and Construction in Petroleum Refineries, Gas Processing Plants, Petrochemical plants, Oil Terminals, LPG Terminals, Offsite Facilities, Pipe Lines, Fertilizer Plants and Tanks.
“Theorems Groups” has now entered into a diverse array of activities in addition to the conventional engineering business. Broadly the activities of “Theorems Groups” can be submerged under the following divisions:
