Is there a comprehensive book, contains (algebra, trig, calculus, differential equations, statistics,...
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Is there a comprehensive book, contains (algebra, trig, calculus, differential equations, statistics, …)?
Best Book For Differential Equations?Book for differential equationsCalculus book: for statistics and computer scienceBooks to release our inner Ubermensch with calculus?Looking for a rigorous analysis bookBook suggestions on differential equationsRelearn, improve and filling gaps in Mathematics for UniversityProbability and Statistics Books for Distributions and Introduction to Data Mining/Machine LearningBook recommendations for highschool/undergrad calculus
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Best mathematical book that include all of the following:
Algebra and linear algebra: (Numbers, fractions, exponents, log, factoring, equations, matrices and determinants, etc...)
Trigonometry: (Trig. ratios; sin,cos,tan, csc,sec,cot, sine rule, cosine rule, Hero's formula, sum to product, half and double angles, etc...)
Calculus I: (Limits, ordinary differentiation, partial differentiation, implicit differentiation, directional derivatives, etc...)
Calculus II: (integration, tables of integration, IBP, trig sub, trig integrals, arc length, surface of revolution, volume of revolution, ets...)
Calculus III: (Vectors, double integral, triple integral, volume integral, optimisation, ...)
Statistics: (Probability, central tendency: mean, median, mode, variance, SD, counting, sum and product rules, permutation, combination, etc...)
Differential Equations: (Variable separable DE, homogeneous DE, growth and decay such as Newton's low of cooling/heating, variation of parameters, Wronskain, Rung-kuta method, Newton method, Euler method, Laplace transform, ets...)
Engineering mathematics: (Line integrals, Stoke's theorem, Green theorem, Contor integrals, ets...)
It is not necessary to have deep/details of all of the above, but it is necessary to have all of the categories (Algebra, Trigonometry, Calculus I,II,III, Statistics, Differential Equations, Engineering Mathematics) even with brief and basic ideas.
In other words, I want a comprehensive book even not detailed one.
Are there such books? Which one do you prefer? Is it hard copy or soft
copy (eg. PDF file)? Is it cheap or expensive?
No matter if it is old, like 1980 or older, it is ok if it is handful.
AGAIN, the book should not be detailed, but at least contains all of the above briefly.
Any help/suggestion would be really appreciated. THANKS!
book-recommendation
$endgroup$
add a comment
|
$begingroup$
Best mathematical book that include all of the following:
Algebra and linear algebra: (Numbers, fractions, exponents, log, factoring, equations, matrices and determinants, etc...)
Trigonometry: (Trig. ratios; sin,cos,tan, csc,sec,cot, sine rule, cosine rule, Hero's formula, sum to product, half and double angles, etc...)
Calculus I: (Limits, ordinary differentiation, partial differentiation, implicit differentiation, directional derivatives, etc...)
Calculus II: (integration, tables of integration, IBP, trig sub, trig integrals, arc length, surface of revolution, volume of revolution, ets...)
Calculus III: (Vectors, double integral, triple integral, volume integral, optimisation, ...)
Statistics: (Probability, central tendency: mean, median, mode, variance, SD, counting, sum and product rules, permutation, combination, etc...)
Differential Equations: (Variable separable DE, homogeneous DE, growth and decay such as Newton's low of cooling/heating, variation of parameters, Wronskain, Rung-kuta method, Newton method, Euler method, Laplace transform, ets...)
Engineering mathematics: (Line integrals, Stoke's theorem, Green theorem, Contor integrals, ets...)
It is not necessary to have deep/details of all of the above, but it is necessary to have all of the categories (Algebra, Trigonometry, Calculus I,II,III, Statistics, Differential Equations, Engineering Mathematics) even with brief and basic ideas.
In other words, I want a comprehensive book even not detailed one.
Are there such books? Which one do you prefer? Is it hard copy or soft
copy (eg. PDF file)? Is it cheap or expensive?
No matter if it is old, like 1980 or older, it is ok if it is handful.
AGAIN, the book should not be detailed, but at least contains all of the above briefly.
Any help/suggestion would be really appreciated. THANKS!
book-recommendation
$endgroup$
add a comment
|
$begingroup$
Best mathematical book that include all of the following:
Algebra and linear algebra: (Numbers, fractions, exponents, log, factoring, equations, matrices and determinants, etc...)
Trigonometry: (Trig. ratios; sin,cos,tan, csc,sec,cot, sine rule, cosine rule, Hero's formula, sum to product, half and double angles, etc...)
Calculus I: (Limits, ordinary differentiation, partial differentiation, implicit differentiation, directional derivatives, etc...)
Calculus II: (integration, tables of integration, IBP, trig sub, trig integrals, arc length, surface of revolution, volume of revolution, ets...)
Calculus III: (Vectors, double integral, triple integral, volume integral, optimisation, ...)
Statistics: (Probability, central tendency: mean, median, mode, variance, SD, counting, sum and product rules, permutation, combination, etc...)
Differential Equations: (Variable separable DE, homogeneous DE, growth and decay such as Newton's low of cooling/heating, variation of parameters, Wronskain, Rung-kuta method, Newton method, Euler method, Laplace transform, ets...)
Engineering mathematics: (Line integrals, Stoke's theorem, Green theorem, Contor integrals, ets...)
It is not necessary to have deep/details of all of the above, but it is necessary to have all of the categories (Algebra, Trigonometry, Calculus I,II,III, Statistics, Differential Equations, Engineering Mathematics) even with brief and basic ideas.
In other words, I want a comprehensive book even not detailed one.
Are there such books? Which one do you prefer? Is it hard copy or soft
copy (eg. PDF file)? Is it cheap or expensive?
No matter if it is old, like 1980 or older, it is ok if it is handful.
AGAIN, the book should not be detailed, but at least contains all of the above briefly.
Any help/suggestion would be really appreciated. THANKS!
book-recommendation
$endgroup$
Best mathematical book that include all of the following:
Algebra and linear algebra: (Numbers, fractions, exponents, log, factoring, equations, matrices and determinants, etc...)
Trigonometry: (Trig. ratios; sin,cos,tan, csc,sec,cot, sine rule, cosine rule, Hero's formula, sum to product, half and double angles, etc...)
Calculus I: (Limits, ordinary differentiation, partial differentiation, implicit differentiation, directional derivatives, etc...)
Calculus II: (integration, tables of integration, IBP, trig sub, trig integrals, arc length, surface of revolution, volume of revolution, ets...)
Calculus III: (Vectors, double integral, triple integral, volume integral, optimisation, ...)
Statistics: (Probability, central tendency: mean, median, mode, variance, SD, counting, sum and product rules, permutation, combination, etc...)
Differential Equations: (Variable separable DE, homogeneous DE, growth and decay such as Newton's low of cooling/heating, variation of parameters, Wronskain, Rung-kuta method, Newton method, Euler method, Laplace transform, ets...)
Engineering mathematics: (Line integrals, Stoke's theorem, Green theorem, Contor integrals, ets...)
It is not necessary to have deep/details of all of the above, but it is necessary to have all of the categories (Algebra, Trigonometry, Calculus I,II,III, Statistics, Differential Equations, Engineering Mathematics) even with brief and basic ideas.
In other words, I want a comprehensive book even not detailed one.
Are there such books? Which one do you prefer? Is it hard copy or soft
copy (eg. PDF file)? Is it cheap or expensive?
No matter if it is old, like 1980 or older, it is ok if it is handful.
AGAIN, the book should not be detailed, but at least contains all of the above briefly.
Any help/suggestion would be really appreciated. THANKS!
book-recommendation
book-recommendation
edited 8 hours ago
Hussain-Alqatari
asked 8 hours ago
Hussain-AlqatariHussain-Alqatari
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1,2161 silver badge14 bronze badges
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3 Answers
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There are books called some variation on "Mathematical methods in $X$" which cover almost all, if not all, of the topics you mention. Three examples I am aware of:
Mathematical Methods in Physics and Engineering by Riley, Hobson and Bence (Cambridge University Press, currently in its third edition, 2006).
Mathematical Methods in the Physical Sciences by M. L. Boas (Wiley, third edition 2005).
Mathematical Methods for Physicists: A Comprehensive Guide by Arfken, Weber and Harris (Academic Press, seventh edition 2012).
You can check the tables of contents of all three on Amazon.
$endgroup$
$begingroup$
I check the table of contents of the first book. It seems so useful. THANKS DEAR.
$endgroup$
– Hussain-Alqatari
6 hours ago
add a comment
|
$begingroup$
You probably won't find a single book that meets all of
your requirements so you have to settle for one book
that more or less covers what you think you need and in
enough detail. I suggest the 1999 Dover Publications
one volume book Mathematics: Its Content, Methods and
Meaning by Aleksandrov, Kolmogorov, and Lavrent'ev. It
has over 1000 pages and much more than you wanted to know.
You can read more about this book in its entry at
goodreads.
$endgroup$
add a comment
|
$begingroup$
One I advice is "The Princeton Companion to Mathematics": comprehensive, complete and so well written! Good luck!
$endgroup$
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3 Answers
3
active
oldest
votes
3 Answers
3
active
oldest
votes
active
oldest
votes
active
oldest
votes
$begingroup$
There are books called some variation on "Mathematical methods in $X$" which cover almost all, if not all, of the topics you mention. Three examples I am aware of:
Mathematical Methods in Physics and Engineering by Riley, Hobson and Bence (Cambridge University Press, currently in its third edition, 2006).
Mathematical Methods in the Physical Sciences by M. L. Boas (Wiley, third edition 2005).
Mathematical Methods for Physicists: A Comprehensive Guide by Arfken, Weber and Harris (Academic Press, seventh edition 2012).
You can check the tables of contents of all three on Amazon.
$endgroup$
$begingroup$
I check the table of contents of the first book. It seems so useful. THANKS DEAR.
$endgroup$
– Hussain-Alqatari
6 hours ago
add a comment
|
$begingroup$
There are books called some variation on "Mathematical methods in $X$" which cover almost all, if not all, of the topics you mention. Three examples I am aware of:
Mathematical Methods in Physics and Engineering by Riley, Hobson and Bence (Cambridge University Press, currently in its third edition, 2006).
Mathematical Methods in the Physical Sciences by M. L. Boas (Wiley, third edition 2005).
Mathematical Methods for Physicists: A Comprehensive Guide by Arfken, Weber and Harris (Academic Press, seventh edition 2012).
You can check the tables of contents of all three on Amazon.
$endgroup$
$begingroup$
I check the table of contents of the first book. It seems so useful. THANKS DEAR.
$endgroup$
– Hussain-Alqatari
6 hours ago
add a comment
|
$begingroup$
There are books called some variation on "Mathematical methods in $X$" which cover almost all, if not all, of the topics you mention. Three examples I am aware of:
Mathematical Methods in Physics and Engineering by Riley, Hobson and Bence (Cambridge University Press, currently in its third edition, 2006).
Mathematical Methods in the Physical Sciences by M. L. Boas (Wiley, third edition 2005).
Mathematical Methods for Physicists: A Comprehensive Guide by Arfken, Weber and Harris (Academic Press, seventh edition 2012).
You can check the tables of contents of all three on Amazon.
$endgroup$
There are books called some variation on "Mathematical methods in $X$" which cover almost all, if not all, of the topics you mention. Three examples I am aware of:
Mathematical Methods in Physics and Engineering by Riley, Hobson and Bence (Cambridge University Press, currently in its third edition, 2006).
Mathematical Methods in the Physical Sciences by M. L. Boas (Wiley, third edition 2005).
Mathematical Methods for Physicists: A Comprehensive Guide by Arfken, Weber and Harris (Academic Press, seventh edition 2012).
You can check the tables of contents of all three on Amazon.
answered 7 hours ago
ChappersChappers
58.3k7 gold badges46 silver badges99 bronze badges
58.3k7 gold badges46 silver badges99 bronze badges
$begingroup$
I check the table of contents of the first book. It seems so useful. THANKS DEAR.
$endgroup$
– Hussain-Alqatari
6 hours ago
add a comment
|
$begingroup$
I check the table of contents of the first book. It seems so useful. THANKS DEAR.
$endgroup$
– Hussain-Alqatari
6 hours ago
$begingroup$
I check the table of contents of the first book. It seems so useful. THANKS DEAR.
$endgroup$
– Hussain-Alqatari
6 hours ago
$begingroup$
I check the table of contents of the first book. It seems so useful. THANKS DEAR.
$endgroup$
– Hussain-Alqatari
6 hours ago
add a comment
|
$begingroup$
You probably won't find a single book that meets all of
your requirements so you have to settle for one book
that more or less covers what you think you need and in
enough detail. I suggest the 1999 Dover Publications
one volume book Mathematics: Its Content, Methods and
Meaning by Aleksandrov, Kolmogorov, and Lavrent'ev. It
has over 1000 pages and much more than you wanted to know.
You can read more about this book in its entry at
goodreads.
$endgroup$
add a comment
|
$begingroup$
You probably won't find a single book that meets all of
your requirements so you have to settle for one book
that more or less covers what you think you need and in
enough detail. I suggest the 1999 Dover Publications
one volume book Mathematics: Its Content, Methods and
Meaning by Aleksandrov, Kolmogorov, and Lavrent'ev. It
has over 1000 pages and much more than you wanted to know.
You can read more about this book in its entry at
goodreads.
$endgroup$
add a comment
|
$begingroup$
You probably won't find a single book that meets all of
your requirements so you have to settle for one book
that more or less covers what you think you need and in
enough detail. I suggest the 1999 Dover Publications
one volume book Mathematics: Its Content, Methods and
Meaning by Aleksandrov, Kolmogorov, and Lavrent'ev. It
has over 1000 pages and much more than you wanted to know.
You can read more about this book in its entry at
goodreads.
$endgroup$
You probably won't find a single book that meets all of
your requirements so you have to settle for one book
that more or less covers what you think you need and in
enough detail. I suggest the 1999 Dover Publications
one volume book Mathematics: Its Content, Methods and
Meaning by Aleksandrov, Kolmogorov, and Lavrent'ev. It
has over 1000 pages and much more than you wanted to know.
You can read more about this book in its entry at
goodreads.
edited 5 hours ago
answered 8 hours ago
SomosSomos
17.9k1 gold badge15 silver badges40 bronze badges
17.9k1 gold badge15 silver badges40 bronze badges
add a comment
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add a comment
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$begingroup$
One I advice is "The Princeton Companion to Mathematics": comprehensive, complete and so well written! Good luck!
$endgroup$
add a comment
|
$begingroup$
One I advice is "The Princeton Companion to Mathematics": comprehensive, complete and so well written! Good luck!
$endgroup$
add a comment
|
$begingroup$
One I advice is "The Princeton Companion to Mathematics": comprehensive, complete and so well written! Good luck!
$endgroup$
One I advice is "The Princeton Companion to Mathematics": comprehensive, complete and so well written! Good luck!
answered 6 hours ago
Steven31415Steven31415
1088 bronze badges
1088 bronze badges
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