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PARTICULAR
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Page No.
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“ANALYSIS OF THE LINE GRAPH OF STAR GRAPH AND WHEEL GRAPH”.
Rima Khanum Shaikh Sikandar, Dr. Namrata Kaushal
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1-10
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Transforming Oil Field Production Optimization with the Power of Large Language Models (LLMs)
Ejas Ahamed Mohamed Ibrahim
Abstract:
The oil and gas industry has increasingly adopted advanced technologies to enhance production efficiency and optimize resource management.
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11-15
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Strategic Approaches to Environmental Monitoring Programs in Pharmaceutical Manufacturing
Krunal Soni, Shikha Patel
Abstract:
Environmental monitoring (EM) is pivotal in maintaining contamination control within pharmaceutical manufacturing, particularly in sterile product environments.
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16-23
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Strategic Approaches to Environmental Monitoring Programs in Pharmaceutical Manufacturing
Krunal Soni, Shikha Patel
Abstract:
Environmental monitoring (EM) is pivotal in maintaining contamination control within pharmaceutical manufacturing, particularly in sterile product environments.
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25-32
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The Importance of Binary Mixtures of Ionic Liquids and Cyclic Ethers in Green Chemistry
Mr Kuldeep Kumar Solanki
Dr Monika Sharma
Abstract:
Environmental monitoring (EM) is pivotal in maintaining contamination control within pharmaceutical manufacturing, particularly in sterile product environments.
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33-38
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Some Environmental Pollution Control Models
Shashi Kumar
Dr Monika Sharma
Abstract:
The present paper provides some models for environmental pollution control. Here we have formed and discussed mathematical models mainly for controlling pollution of air, noise and waste products. We have also given here causes of environmental pollution and its concequences on human health and life expectancy and mental well-being.
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39-45
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STUDY OF RELATIVE CONNECTEDNESS AND QUASI NORMAL REGULARITY IN BITOPOLOGICAL SPACES.
Dr. Govind Kumar Singh & Dr. Mukund Kumar Singh
Abstract:
Our main aim is to derive the topological connectedness of strongly regular (WS-superregular, superregular) topological space (Y, τ′ ) in X if and only if for each point x ∈ Y and any neighborhood U′
(x) ∈ τ ′ (respectively, U(x) ∈ τ) there is a neighborhood V (x) ∈ τ ( respectively, V ′ (x) ∈ τ ′
, V (x) ∈ τ) such that τ clV (x) ∩ Y ⊂ U′ (x) ( respectively, τ clV ′ (x) ⊂ U(x), τ clV (x) ⊂ U(x)).
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46-54
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