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(e.g., for assumption-testing purposes): Kolmogorov-Smirnov test Shapiro–Wilk test These tests are overly sensitive to minor departures from normality...

determination was often not reported and discussed Testing normality: Shapiro-Wilks is an overly sensitive test with a large sample size. Hence in this unit...

C.; Saint-Hilaire, M.H.; Hendricks, A.E.; Williamson, S.; Nagle, M.W.; Wilk, J.B.; Massood, T.; Laramie, J.M.; DeStefano, A.L.; Litvan, I.; Nicholson...

Alternative & Complementary Medicine, 15(4), 407-413. doi:10.1089/acm.2008.0496 Wilks, K. (1999). When dogs are man’s best friend — the health benefits of companion...

wary (i.e., avoid!) using inferential tests of normality (e.g., the Shapiro–Wilk test - they are notoriously overly sensitive for the purposes/needs of regression)...

Thur, 27 Aug 09 Page 3-1 Page 3-1 To find class homepage, go to Wikiversity: Main Page (http://en.wikiversity.org/wiki/Wikiversity:Main_Page) and search for-->...

Mtg 15: Thur, 24Sept09 Page 15-1 Page 15-1 Ex.1 P.14-4  : N J ( x ) =   {\displaystyle N_{J}(x)=\ } finite element basis function associated with node...

Mtg 3: Thur, 26 Aug 10 Page 3-1 Page 3-1 NOTE: - page numbering 3-1 defined as meeting number 3, page 1 - T = torque Fig.p.1-1 - HW* Eq.(3)P.2-1 : "Ordinary"...

Mtg 13: Tues, 22Sept09 Page 13-1 Page 13-1 Euler integrating factor method Eq.(1) P.12-3 Where: ( x w y n ) = h ( x , y )   {\displaystyle (x^{w}y^{n})=h(x...

Mtg 9: Thur, 10Sept09 Page 9-1 Page 9-1 Note: Symbol notations: Δ   {\displaystyle \Delta \ } defined as equal by definition Non-symmetric notation :=...

Mtg 33: Thurs, 5Nov09 Page 33-1 Page 33-1 Where: sin ⁡ θ   = μ     {\displaystyle \sin \theta \ =\mu \ \ } and d θ     {\displaystyle d\theta \ \ } becomes...

Mtg 1: Thur,24Aug10 Page 11-1 Page 11-1 HW P.10-4 (continued) 2) Assume a 1 ( x ) ≠ 0 ∀   x   {\displaystyle a_{1}(x)\neq 0\forall \ x\ } , Eq(8) P.10-3...

Mtg 17: Thur, 10Oct09 Page 17-1 Page 17-1 Linearity ⇒     {\displaystyle \Rightarrow \ \ } superposition y = y H + y P   {\displaystyle y=y_{H}+y_{P}\...

Mtg 1: Tue, 24 Aug 10 Page 1-1 Page 1-1 - course website, wiki - high-speed trains German transrapid (electromagentic attraction) Japanese MAglev (electrodynamic...

Mtg 21: Thurs, 8Oct09 Page 21-1 Page 21-1 P.20-4 (continued) ⇒ a x − 1   {\displaystyle \Rightarrow ax^{-1}\ } is a homgenous solution ∀ a   {\displaystyle...

Mtg 5: Thur, 03 Sept 09 Page 5-1 Page 5-1 Note: Eq.(2)p.4-2 and Eq.(4)p.4-2 y ′ ( x ) = p ( x )   {\displaystyle y'(x)=p(x)\ } Integrate from a to x:...

Mtg 39: Thurs, 19Nov09 Page 39-1 Page 39-1 Note: Other Application: Quantum Mechanics discrete variables <-- coding theory Ref: Nikiforov, et.al (1991)...

Principles of Engineering Analysis 1, Fall 2009 Mtg 23: Thurs, 15Octt09 Page 23-1 Page 23-1 HW: Non-homogeneous L2_ODE_VC (cf. K. p28, problem 1.1.ab) a) (...

Mtg 35: Thurs, 12Nov09 Page 35-1 Page 35-1 Gauss Legendre quadrature (numerical integration} Quadrature; QUAD-->quadrilateral-->Greek: measuring areas...

Mtg 19: Tues, 5Oct09 Page 19-1 Page 19-1 HW: Legendre differential Eq.(1) P.14-2 with n = 0   {\displaystyle n=0\ } , such that homogeneous solution u...