fritz

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7 Questions

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2	newton: convergence when calculating $x^2-2=0$
1	$\int \sqrt{a^2+x^2} \,dx$ when $\int \sqrt{1+x^2} \, dx$ is known
1	multiplying rows to get great pivots for numerical $LR$ decomposition of invertible Matrix $A$
1	the usual examples for multi-variable integrals
0	convergence of newton algorithm when looking for roots of $f(x) = xe^x$

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30 Reputation

+10	newton: convergence when calculating $x^2-2=0$
+5	$\int \sqrt{a^2+x^2} \,dx$ when $\int \sqrt{1+x^2} \, dx$ is known
+5	multiplying rows to get great pivots for numerical $LR$ decomposition of invertible Matrix $A$
+5	the usual examples for multi-variable integrals

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0 numerical-methods × 3	0 signal-processing
0 matrices × 2	0 calculus
0 homework × 2	0 statistics
0 linear-algebra × 2	0 reference-request
0 numerical-linear-algebra × 2	0 exercises-and-solutions

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