I'm trying to learn linear algebra on my own. When I taught myself calculus I-III a year ago, I used Stewart's Concepts and Contexts 4th edition and I absolutely loved it. Theorems and definitions were displayed actually, the graphs were distinctive, and the problem selection was quite large.Is there a linear algebra textbook just like how Stewart's textbook changed into designed?moreover, i am sooner or later planning to research differential equations and i'm aware that pretty a few texts overlap when coaching those topics. i would favor to study them in my view, so i might want to keep away from texts with an amazing amount of differential equation, unless there's a text that covers each fields absolutely in the identical manner that Stewart's textual content included unmarried and multivariable calculus collectively.P.S I don't imply to be praising Stewart's. it's the only arithmetic textbook i've used to self-have a look at so I do not have a lot else to relate to.

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I&#039;m trying to learn linear algebra on my own. When I taught myself calculus I-III a year ago, I used Stewart&#039;s Concepts and Contexts 4th edition and I absolutely loved it. Theorems and definitions were displayed actually, the graphs were distinctive, and the problem selection was quite large.Is there a linear algebra textbook just like how Stewart&#039;s textbook changed into designed?moreover, i am sooner or later planning to research differential equations and i&#039;m aware that pretty a few texts overlap when coaching those topics. i would favor to study them in my view, so i might want to keep away from texts with an amazing amount of differential equation, unless there&#039;s a text that covers each fields absolutely in the identical manner that Stewart&#039;s textual content included unmarried and multivariable calculus collectively.P.S I don&#039;t imply to be praising Stewart&#039;s. it&#039;s the only arithmetic textbook i&#039;ve used to self-have a look at so I do not have a lot else to relate to.

Joel Reese · Accepted Answer

I&#039;d say the closest contender is David Lay&#039;s Linear Algebra and its Applications.The fabric is supplied in an approachable manner. The text is neither terse nor overly expository. it&#039;s miles made clear exactly what the crucial pieces are, with true/false questions within the sporting events to ensure you are paying attention. He moves a very good balance among emphasizing matrices and emphasizing the underlying vector space structures.That being said, the textbook (like Stewarts&#039;) isn&#039;t always ideal. Lay has a tendency to emphasise row discount a piece extra than i would like, and emphasizes computational (in place of evidence oriented) questions a chunk a lot for my taste. however, you may do plenty worse than Lay for an creation.

Tia English · Accepted Answer

I recommend Gilbert Strang&#039;s book &quot;Introduction to linear algebra &quot;. This book is just a joy to read.

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