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Titlebook: Microbial Rejuvenation of Polluted Environment; Volume 2 Deepak G. Panpatte,Yogeshvari K. Jhala Book 2021 The Editor(s) (if applicable) and

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Book 2021lains the latest technologies used for the degradation of pollutants in several niche ecosystems. Given its scope, the book will be of interest to teachers, researchers, bioremediation scientists, capacity builders and policymakers. It also offers valuable additional reading material for undergradua
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Darshan M. Rudakiya,Yogesh Patel with a covariant one, and to establish the pertinent Yoneda Lemmas (extending [DK, (5.1)], the .-valued case of [DK, (3.5)], and [Y, (4.3.1), .2), .1*), and .2*)]). These will facilitate the description (elsewhere), for not necessarily symmetric ., of the algebras over a .-triple [L] in terms of .-
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Jyoti Goutam,Juhi Sharma,Ranjana Singh,Divakar Sharma with a covariant one, and to establish the pertinent Yoneda Lemmas (extending [DK, (5.1)], the .-valued case of [DK, (3.5)], and [Y, (4.3.1), .2), .1*), and .2*)]). These will facilitate the description (elsewhere), for not necessarily symmetric ., of the algebras over a .-triple [L] in terms of .-
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Kashif Hussain,Mohammad Haris,Hina Qamar,Touseef Hussain,Gufran Ahmad,Moh Sajid Ansari,Abrar Ahmad K with a covariant one, and to establish the pertinent Yoneda Lemmas (extending [DK, (5.1)], the .-valued case of [DK, (3.5)], and [Y, (4.3.1), .2), .1*), and .2*)]). These will facilitate the description (elsewhere), for not necessarily symmetric ., of the algebras over a .-triple [L] in terms of .-
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Mayur Gahlout,Hiren Prajapati,Nirali Tandel,Yogesh Patel with a covariant one, and to establish the pertinent Yoneda Lemmas (extending [DK, (5.1)], the .-valued case of [DK, (3.5)], and [Y, (4.3.1), .2), .1*), and .2*)]). These will facilitate the description (elsewhere), for not necessarily symmetric ., of the algebras over a .-triple [L] in terms of .-
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Elham Khanpour-Alikelayeh,Ali Partovinia with a covariant one, and to establish the pertinent Yoneda Lemmas (extending [DK, (5.1)], the .-valued case of [DK, (3.5)], and [Y, (4.3.1), .2), .1*), and .2*)]). These will facilitate the description (elsewhere), for not necessarily symmetric ., of the algebras over a .-triple [L] in terms of .-
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