Lake Superior State University
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Alum Success

"My two business degrees from LSSU were instrumental in preparing me to work at all levels of Edison Sault Electric (ESE), concluding with the privilege of becoming ESE President in 1998. My company also takes pride in that 14 out of a total of 17 management personnel and about 20% of hourly employees at ESE either have degrees from or have attended a substantial number of classes at LSSU. Finally, our company and employees have contributed in excess of $500,000 to various LSSU projects over the last 25 years. ESE Believes in Blue."

Don Sawruk '70
Edison Sault Electric Company
President and CEO
Sault Ste. Marie, MI

College of Arts, Letters, Social Sciences and Emergency Services

School of Communication Studies and the Fine & Performing Arts

Fine Arts Studies Department

Major Productions

At the Mercy of Ruin *
2011
Spring
Times' Up (from All in the Timing) +
2011
Spring
Coppelia, a comedic ballet
2011
Spring
Icarus
2010
Fall
Romeo and Juliet
2010
Spring
Running for the Storm Cellar from Escaping Tornado Season *
2009
Fall
You're A Good Man, Charlie Brown
2009
Spring
Relationships *
2008
Fall
Proud Monster *
2008
Spring
The Diviners
2008
Spring
Lemonade and I'm Herbert
2007
Fall
Modern Martyr *
2007
Spring
Macbeth
2007
Spring
The Glass Menagerie
2006
Fall
Incident at Thompson Slough and Other Stories *
2006
Fall
The Vagina Monologues +
2006
Spring
A Small, Good Thing *
2006
Spring
Body My House
2006
Spring
No Exit +
2005
Spring
Elliot Enacted *
2004
Fall
The Fantasticks
2004
Spring
Agnes of God
2003
Fall
Silver Voices *
2003
Spring
The Vagina Monologues +
2003
Spring
Shades and Shadows of Violence *
2002
Fall
Talking With
2002
Spring
Our Town
2002
Spring
Greater Tuna
2001
Spring
Canadian Gothic
2000
Fall

* denotes original scripting and adaptation
+ denotes student-directed and -designed productions

 

 

Under- standing the Fourier Transform

Edward Kramer

Fourier transforms are used for obtaining the frequency spectrum of a signal. For instance, in nuclear magnetic resonance spectroscopy, a molecule’s spin in a magnetic field is analyzed to discover its oscillation frequencies and draw conclusions about its chemical consistency. In this work, the basic definitions and elementary mathematical properties of the Fourier integral, used as the main theoretical tool in Fourier transform analysis, were studied, together with some applications of these properties in computing the Fourier integral of some functions perceived as time signals in order to discover their frequency spectra.

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