User contributions for Jodi.Hodge
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1 December 2009
- 11:2611:26, 1 December 2009 diff hist +31 N ASN11 - Leakage demonstration in Octave New page: Leakage demonstration in Octave
- 11:2511:25, 1 December 2009 diff hist +115 Jodi Hodge →Homework
30 November 2009
- 02:2502:25, 30 November 2009 diff hist +80 ASN6c - Fourier Transform property: Value at origin →Value at Origin
- 02:2202:22, 30 November 2009 diff hist +397 N ASN6c - Fourier Transform property: Value at origin New page: == Value at Origin == This Fourier Transform property says <math>s(0)</math> transforms to <math>\int_{-\infty}^{\infty} S(f) df</math> <math>s(0)= S(f)|_{f=0} = \int_{-\infty}^{\infty}...
- 02:1102:11, 30 November 2009 diff hist +14 ASN4 - Fourier Transform property: Parseval's Theorem →Parseval's Theorem
- 02:1002:10, 30 November 2009 diff hist +53 ASN4 - Fourier Transform property: Parseval's Theorem →Parseval's Theorem
- 02:0902:09, 30 November 2009 diff hist +178 ASN4 - Fourier Transform property: Parseval's Theorem →Parseval's Theorem
- 02:0202:02, 30 November 2009 diff hist +17 ASN4 - Fourier Transform property: Parseval's Theorem →Parseval's Theorem
- 01:5901:59, 30 November 2009 diff hist +90 ASN4 - Fourier Transform property: Parseval's Theorem →Parseval's Theorem
- 01:5601:56, 30 November 2009 diff hist +265 ASN4 - Fourier Transform property: Parseval's Theorem →Parseval's Theorem
- 01:3201:32, 30 November 2009 diff hist −30 ASN4 - Fourier Transform property: Parseval's Theorem →Parseval's Theorem
- 01:3001:30, 30 November 2009 diff hist +195 N ASN4 - Fourier Transform property: Parseval's Theorem New page: == Parseval's Theorem == <math>\int_{- \infty}^{\infty} \left( (|s(t)|)^2 \right),dt</math> in time transforms to <math>\int_{- \infty}^{\infty} \left( (|S(f)|)^2 \right),df</math> in fr...
26 October 2009
- 14:4814:48, 26 October 2009 diff hist +183 Jodi Hodge →Homework
- 14:3014:30, 26 October 2009 diff hist +65 N ASN5 - Value at origin New page: Homework 4 Value at origin s(0) transforms to integral (Gf) df current
- 14:2914:29, 26 October 2009 diff hist +99 N ASN4 - Parseval's Theorem New page: Homework 3 Fourier Transform properties integral |(gt)|^2 dt transforms to integral |(Gf)|^2 df current
- 14:2914:29, 26 October 2009 diff hist −167 Jodi Hodge No edit summary
- 14:2714:27, 26 October 2009 diff hist +96 Jodi Hodge No edit summary
22 October 2009
- 15:0015:00, 22 October 2009 diff hist +192 Jodi Hodge No edit summary
15 October 2009
- 07:5007:50, 15 October 2009 diff hist +31 N Jodi Hodge New page: applications of the exponential
- 07:4807:48, 15 October 2009 diff hist +16 Signals and Systems →2009-2010 Contributors