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I have to study a course named $\textbf{Research Methodology}$ in my course work. Also I want to gain a depth knowledge for doing research in mathematics like how research papers are written and published in mathematics, how to access through mathematics journals, what are virtual libraries, how to search problems in your topic, how to know about other mathematicians, what is citation and in short everything about research related topics.

The main topics in our Course work are:

Scientific research and literature survey. History of mathematics, finding and solving research problems, role of a supervisor, survey of a research topic, publishing a paper, reviewing a paper, research grant proposal writing, copyright issues, ethics and plagiarism.

Research tools. Searching google (query modifiers), MathSciNet, ZMATH, Scopus, ISI Web of Science, Impact factor, h-index, Google Scholar, ORCID, JStor, Online and open access journals, Virtual library of various countries.

Scientific writing and presentation. Writing a research paper, survey article, thesis writing; LaTeX, PSTricks, Beamer, HTML and MathJaX Software for Mathematics. Mathematica/Matlab/Scilab/GAP

I searched some of these topics online and got some knowledge upto some extent but I am not fully satisfied.Like I am not the one now who can answer any of the question related to these topics. I tried to find out some books where I could get all these topics in detail.

Some guy suggest me the book named :$ \textbf {How to write Mathematics by Norman E. Steenrod, Paul R. Halmos, AMS, (1973)}$

This book solved some of the problems but still I am trying to find some more material and content to gain very good knowledge about everything.

I know this is the best place to get answers of this type of questions

Anyone who went through these topics and know the places where I could get some help..Please suggest me.

I would be greatly thankful to all those.

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    $\begingroup$ That's a very long list of topics many of which would take a substantial length of time to master. The best you can hope for from such a course is to learn that those tools exist. I would hope that your instructor or the person who designed the course will provide references and resources. $\endgroup$ – Ethan Bolker Nov 22 '17 at 14:26
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I think, you should try "A Student's Guide to the study, practice and tools of modern mathematics" by Donald Binder and Martin Erickson. For the rest of thing you can search independently on internet.

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