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	<title>School of Science</title>
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	<link>http://science.pages.tcnj.edu</link>
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		<title>Inaugural Mabel Hores Award in Forensic Chemistry Awarded in May 2013</title>
		<link>http://science.pages.tcnj.edu/2013/05/31/inaugural-mabel-hores-award-in-forensic-chemistry-awarded-in-may-2013/</link>
		<comments>http://science.pages.tcnj.edu/2013/05/31/inaugural-mabel-hores-award-in-forensic-chemistry-awarded-in-may-2013/#comments</comments>
		<pubDate>Fri, 31 May 2013 19:42:35 +0000</pubDate>
		<dc:creator>Patricia Van Hise</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3437</guid>
		<description><![CDATA[A new academic achievement award, starting in May 2013, has been created – The Mabel Hores Award in Forensic Chemistry.  The first recipient of the award was Kyle Kroeze, a Chemistry major from Brick, NJ.  Kyle plans to pursue a career in forensic chemistry, possibly following in the footsteps of TCNJ alumna Mabel (Ngai) Hores.  [...]]]></description>
				<content:encoded><![CDATA[<p>A new academic achievement award, starting in May 2013, has been created – The Mabel Hores Award in Forensic Chemistry.  The first recipient of the award was <b>Kyle Kroeze</b>, a Chemistry major from Brick, NJ.  Kyle plans to pursue a career in forensic chemistry, possibly following in the footsteps of <b>TCNJ alumna Mabel (Ngai) Hores</b>.  <a href="http://science.pages.tcnj.edu/files/2013/05/Kyle-Kroeze-Mabel-Hores-Award.jpg"><img class="alignright" alt="Kyle Kroeze Mabel Hores Award" src="http://science.pages.tcnj.edu/files/2013/05/Kyle-Kroeze-Mabel-Hores-Award-288x300.jpg" width="134" height="130" /></a></p>
<p>The new Mabel Hores Award in Forensic Chemistry is made possible by a gift from the Ngai Family. <b>Dr John Allison</b>, Professor of Chemistry and Director of Forensic Chemistry at TCNJ, said “we are very pleased to have had the opportunity to work closely with the Ngai family to honor one of their own, and to recognize the outstanding graduating Chemistry major with a Forensic Chemistry Specialization.”<b></b></p>
<p>Mabel Ngai attended Trenton State College and graduated with a B.A. in Biology in 1974.  It was here that she met her future husband, Ken Hores, who was stationed at the nearby McGuire Air Force Base.  They were married in 1975.</p>
<p>Mabel worked for 25 years in the New Jersey State Police Forensic Labs.  She became an expert in Trace Evidence Analysis – with special expertise in arson investigations, hair and fiber analysis, and gunshot residue analysis.  A valued member of her laboratory, she often testified in criminal trials.  For years, Mabel worked at the Trace Evidence Unit at the Central Labs that were then located in Ewing.</p>
<p>Mabel Hores had a reputation for helping others.  She trained many student interns at the State Forensic Labs.  In 2001 and 2002 she volunteered her time to help with the challenging task of identifying the DNA in human tissue found at the World Trade Center.</p>
<p>Mabel retired as a Senior Forensic Scientist in 2004, and after a long battle with cancer, she passed away the same year.</p>
<p>TCNJ is honored to participate in this recognition of one of our successful alums, who had a substantial impact in her field.</p>
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		<title>Computer Science Major Selected for Highly Competitive KPCB Fellows Program</title>
		<link>http://science.pages.tcnj.edu/2013/05/21/computer-science-major-selected-for-highly-competitive-kpcb-fellows-program/</link>
		<comments>http://science.pages.tcnj.edu/2013/05/21/computer-science-major-selected-for-highly-competitive-kpcb-fellows-program/#comments</comments>
		<pubDate>Tue, 21 May 2013 19:12:40 +0000</pubDate>
		<dc:creator>Patricia Van Hise</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3406</guid>
		<description><![CDATA[Glenn Oakley, a Junior Computer Science major, has been selected as a 2013 Engineering Fellow by KPCB (Kleiner Perkins Caufield &#38; Byers) a Venture Fund in Silicon Valley, CA.  The KPBC Fellows Program is a three-month, work-based program that pairs top U.S. Engineering and Design students with innovative startup companies in Silicon Valley. The KPCB Fellows Program offers [...]]]></description>
				<content:encoded><![CDATA[<p><b>Glenn Oakley</b>, a Junior Computer Science major, has been selected as a 2013 Engineering Fellow by KPCB (Kleiner Perkins Caufield &amp; Byers) a Venture Fund in Silicon Valley, CA.  The KPBC Fellows Program is a three-month, work-based program that pairs top U.S. Engineering and Design students with innovative startup companies in Silicon Valley.</p>
<p>The KPCB Fellows Program offers outstanding college students from across the United States an opportunity to gain significant experience working on unique and challenging technical or design problems, and to develop new relationships that are meaningful to their careers.  Over the course of a summer, KPCB Fellows will be employed at KPCB’s portfolio companies, where the Fellows can develop their technical or design skills and be mentored by an executive within the company. Fellows will also be invited to attend private events held by KPCB and events hosted by portfolio companies, where they can meet other talented engineering and design students, network with luminaries in their respective field, and explore the San Francisco Bay Area.</p>
<p>The KPCB Fellows Program received nearly 2,000 applications from over 200 universities and conducted more than 450 interviews.  The following are recipient institutions (with the number of selected Fellows in parenthesis): UPenn (10), Princeton (3), Stanford (3), MIT (3), Rice (3), George Washington (2), and 1 each from Berkeley, Carnegie Mellon, Cornell, Harvard, Johns Hopkins, Pomona, TCNJ, UCSD, USC, and U of Virginia.</p>
<p>Since its founding in 1972, KPCB has backed entrepreneurs in more than 500 ventures, including AOL, Amazon.com, Citrix, Compaq, Electronic Arts, Genentech, Google, Intuit, Juniper Networks, Netscape, Sun, Symantec, Verisign and Zynga.</p>
<p><b>For more Information</b></p>
<ul>
<ul>
<ul>
<li>
<div style="padding-left: 30px;"><a href="http://kpcbfellows.com/">KPCB Fellows Program </a></div>
</li>
<li>
<div style="padding-left: 30px;"><a href="http://www.kpcb.com">KPCB</a></div>
</li>
<li>
<div style="padding-left: 30px;"><a href="http://computerscience.pages.tcnj.edu/">TCNJ Department of Computer Science </a></div>
</li>
</ul>
</ul>
</ul>
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		<title>TCNJ Biology Faculty Member Featured in Science Magazine on Career Trajectories</title>
		<link>http://science.pages.tcnj.edu/2013/05/14/tcnj-biology-faculty-member-featured-in-science-magazine-on-career-trajectories/</link>
		<comments>http://science.pages.tcnj.edu/2013/05/14/tcnj-biology-faculty-member-featured-in-science-magazine-on-career-trajectories/#comments</comments>
		<pubDate>Tue, 14 May 2013 19:51:38 +0000</pubDate>
		<dc:creator>Patricia Van Hise</dc:creator>
				<category><![CDATA[news]]></category>
		<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3393</guid>
		<description><![CDATA[Dr. Matthew Wund of the Biology Department is featured in the Science magazine article &#8220;Opportunity Knocks: But Which Door Should You Open?&#8221;]]></description>
				<content:encoded><![CDATA[<p>Dr. Matthew Wund of the Biology Department is featured in the <em>Science </em>magazine article <a href="http://sciencecareers.sciencemag.org/career_magazine/previous_issues/articles/2013_03_08/science.opms.r1300129">&#8220;Opportunity Knocks: But Which Door Should You Open?&#8221;</a></p>
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		<title>TCNJ Announces Next Steps in STEM Programming</title>
		<link>http://science.pages.tcnj.edu/2013/05/08/tcnj-announces-next-steps-in-stem-programming-2/</link>
		<comments>http://science.pages.tcnj.edu/2013/05/08/tcnj-announces-next-steps-in-stem-programming-2/#comments</comments>
		<pubDate>Wed, 08 May 2013 19:52:00 +0000</pubDate>
		<dc:creator>Patricia Van Hise</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3382</guid>
		<description><![CDATA[The College of New Jersey announced that it has been approved for more than $57 million in grants from the state to be used for capital projects supporting STEM (science, technology, engineering, and mathematics) initiatives on campus. As the list of projects moves to the state legislature for review, the College is moving forward with [...]]]></description>
				<content:encoded><![CDATA[<div id="ms__id123">
<p id="ms__id124" style="text-align: left;" align="center">The College of New Jersey announced that it has been approved for more than $57 million in grants from the state to be used for capital projects supporting STEM (science, technology, engineering, and mathematics) initiatives on campus. As the list of projects moves to the state legislature for review, the College is moving forward with its programming phase for the entire STEM Complex, consisting of a new STEM building as well as renovations to Armstrong Hall and the Science Complex. </p>
<p id="ms__id127">A STEM Steering Committee, led by Provost and Vice President for Academic Affairs Jacqueline Taylor, has been assembled to determine the programming of the STEM Complex. Committee members include: Lisa Angeloni, vice president for <a id="FALINK_2_0_1" href="http://news.pages.tcnj.edu/2013/05/03/tcnj-announces-next-steps-in-stem-programming/#">enrollment</a> management; Marcia Blicharz, interim dean of the School of Nursing, Health and Exercise Science; John Donohue, vice president for college advancement; Curt Heuring, vice president for administration; Jeff Osborn, dean of the School of Science; Lloyd Ricketts, treasurer; and Steven Schreiner, dean of the School of Engineering. Once the programming has been determined, the design phase for the new STEM Building will begin.</p>
<p id="ms__id128">Of the project, Provost Taylor said: “This is a truly exciting time in our history. We have the opportunity to construct facilities that match the caliber of the stellar programs in STEM education we have at TCNJ. We will be able to enhance our ability to offer the kind of <a id="FALINK_3_0_2" href="http://news.pages.tcnj.edu/2013/05/03/tcnj-announces-next-steps-in-stem-programming/#">undergraduate</a> research and professional preparation that are hallmarks of a TCNJ education.”</p>
<p>&nbsp;</p>
<p id="ms__id132">Approved by voters in November 2012, The Building Our Future Bond Act provides $750 million in <a id="FALINK_1_0_0" href="http://news.pages.tcnj.edu/2013/05/03/tcnj-announces-next-steps-in-stem-programming/#">grant money</a> to state colleges and universities. The state is making available a nearly equal amount through the Higher Education Capital Improvement Fund, the Higher Education Facilities Trust Fund, the Higher Education Technology Infrastructure Fund and the Higher Education Equipment Leasing Fund.</p>
<p id="ms__id133">TCNJ will use the money for four major projects, including $41 million toward the construction of a 76,000 square foot STEM building. $3.5 million will expand technology infrastructure; $6.9 million will upgrade and expand learning and research equipment in the School of Science, School of Engineering, and School of Nursing, Health &amp; Exercise Science; and $6 million will assist in the renovation of the Science Complex and Armstrong Hall.</p>
<p id="ms__id134">“I am tremendously excited about the opportunity that this state investment offers TCNJ, and am thankful to the governor and the state legislature for making this a priority,” said TCNJ President R. Barbara Gitenstein. “I want to thank everyone who had a hand in crafting these documents for the application process. There is much more work to be done and I look forward to receiving the recommendations on the specifics of the new STEM building that will come from the Steering Committee, under the leadership of Provost Taylor.”</p>
</div>
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		<title>Mathematics Colloquium: Dr. Phaedra Agius</title>
		<link>http://science.pages.tcnj.edu/2013/04/19/mathematics-colloquium-dr-phaedra-agius/</link>
		<comments>http://science.pages.tcnj.edu/2013/04/19/mathematics-colloquium-dr-phaedra-agius/#comments</comments>
		<pubDate>Fri, 19 Apr 2013 14:16:27 +0000</pubDate>
		<dc:creator>Hannah Wey</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3372</guid>
		<description><![CDATA[Mathematics and Statistics Colloquium: &#160; Dr. Phaedra Agius April 18, 2013 11:30 AM-12:30 PM SCP-229 &#8220;The New Crystal Ball: Computational Methods in Biology&#8221; Abstract: With the plethora of next gen sequencing and genomics data, computational methods in biology are racing to become the best detectors and forecasters of health issues. Accurate detection of diseases promises [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><strong>Mathematics and Statistics Colloquium:</strong></p>
<p>&nbsp;</p>
<h1>Dr. Phaedra Agius</h1>
<address>April 18, 2013</address>
<address>11:30 AM-12:30 PM</address>
<address>SCP-229</address>
<h2>&#8220;The New Crystal Ball: Computational Methods in Biology&#8221;</h2>
<p><strong>Abstract: </strong>With the plethora of next gen sequencing and genomics data, computational methods in biology are racing to become the best detectors and forecasters of health issues. Accurate detection of diseases promises preventative care and proper medical prescription, reducing the overall cost of health care management and improving our general well being. In this talk, I will discuss some basic computational, data mining, and machine learning methods used for analyzing biological data. I will briefly describe a computational method that we developed for predicting transcription factor binding sites, a novel method for comparing RNA secondary structures and some current data integration approaches that we are using to model genomics and clinical data.</p>
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		<title>SoS Colloquium: Dr. Jeffrey Erickson and Dr. Abby O&#8217;Connor</title>
		<link>http://science.pages.tcnj.edu/2013/04/15/sos-colloquium-dr-jeffrey-erickson-and-dr-abby-oconnor/</link>
		<comments>http://science.pages.tcnj.edu/2013/04/15/sos-colloquium-dr-jeffrey-erickson-and-dr-abby-oconnor/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 17:45:21 +0000</pubDate>
		<dc:creator>Hannah Wey</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3359</guid>
		<description><![CDATA[School of Science Colloquium Date: Tuesday, April 23 Time: 4:00pm – 5:00pm Location: Science Complex P-101   Dr. Jeffrey Erickson, Department of Biology “From Genes to Behavior: Knockouts, Neurotransmitters, and the Development of Respiratory Control” Abstract: All behaviors, even those that are relatively stereotyped such as the simple act of breathing, depend on functional neural [...]]]></description>
				<content:encoded><![CDATA[<div>
<div>
<h1>School of Science Colloquium</h1>
<address>Date: Tuesday, April 23</address>
<address>Time: 4:00pm – 5:00pm</address>
<address>Location: Science Complex P-101</address>
<address> </address>
<h2>Dr. Jeffrey Erickson, Department of Biology</h2>
<h3><em>“From Genes to Behavior: Knockouts, Neurotransmitters, and the Development of Respiratory Control”</em></h3>
<p><strong>Abstract</strong>: All behaviors, even those that are relatively stereotyped such as the simple act of breathing, depend on functional neural circuits that are established during development. Normal development of these circuits is therefore crucial and is guided, in part, by the genetic expression of growth, survival, and transcription factors acting at specific points in time. Loss of gene expression can lead to correlated abnormalities in neural development and behavior, providing a means to explore the role of specific proteins in the genetic basis of behavior. In this talk, using the serotonin-deficient Pet-1 “knockout” mouse as an example, I will show how a loss of function approach can provide valuable insight into the requirements for normal breathing behavior in mammals. In doing so, I will highlight several recent findings from my lab that have paved the way for future studies. </p>
<p>&nbsp;</p>
<h2>Dr. Abby O’Connor, Department of Chemistry </h2>
<h3><em>&#8220;Progress Towards the Development of New Metal Catalysts for the Preparation of Plastics&#8221;</em></h3>
<p><strong>Abstract: </strong>The chemical industry is a trillion dollar per year enterprise that produces the world’s supply of polymers, pharmaceuticals, and fertilizers, all of which are important in our everyday lives. A way to lower the energy barrier for a chemical reaction and make the process more economically friendly and better for the environment is to employ a catalyst. A catalyst, typically a metal, is a reagent added in small quantities that speeds up a chemical reaction by lowering the energy barrier for the reaction and is not used up in the process. The production of most chemicals involves the use of a catalyst. One important feature of catalysis is that it adheres to the principles of Green Chemistry, where Green Chemistry is defined as the development and implementation of new chemicals or chemical processes that are safer for the population and the environment. Work in my lab contributes to this area as we search for catalysts that are more efficient. In particular, we are interested in preparing new catalysts to be used in polymerization reactions. Synthesis, characterization, and reactivity of new nickel and palladium complexes will be highlighted in this presentation.</p>
</div>
</div>
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		<title>Schools of Science and Arts &amp; Communication Welcome Smithsonian Biologist Nathan Erwin for a Presentation and Concert on the Music of Insects</title>
		<link>http://science.pages.tcnj.edu/2013/04/12/schools-of-science-and-arts-communication-welcome-smithsonian-biologist-nathan-erwin-for-a-presentation-and-concert-on-the-music-of-insects/</link>
		<comments>http://science.pages.tcnj.edu/2013/04/12/schools-of-science-and-arts-communication-welcome-smithsonian-biologist-nathan-erwin-for-a-presentation-and-concert-on-the-music-of-insects/#comments</comments>
		<pubDate>Fri, 12 Apr 2013 15:27:30 +0000</pubDate>
		<dc:creator>Hannah Wey</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3352</guid>
		<description><![CDATA[ In a presentation titled “The Music of Insects,” Mr. and Mrs. Erwin will speak about how biology and music are intertwined in amazing and sometimes overlooked ways.  They will lead a discussion about how and why insects were and continue to be the most diverse group of animal sound producers in nature.]]></description>
				<content:encoded><![CDATA[<div>
<h1>Schools of Science and Arts &amp; Communication Welcome Smithsonian Biologist Nathan Erwin for a Presentation and Concert on the Music of Insects</h1>
</div>
<div> </div>
<div>
<div>The School of Science together with TCNJ Center for the Arts are pleased to welcome guest lecturers Nathan Erwin, entomologist at the Smithsonian Institution’s National Museum of Natural History and Rosalind Erwin, Adjunct Professor of Music at the College on Friday, April 19, at 11:30AM in Mayo Concert Hall.  In a presentation titled &#8220;The Music of Insects,&#8221; they will speak about how biology and music are intertwined in amazing and sometimes overlooked ways. Ms. and Mr. Erwin will lead a discussion about how and why insects were and continue to be the most diverse group of animal sound producers in nature.</div>
<div><span style="font-family: 'Times New Roman',serif;"> </span></p>
<h1><img class="alignright" style="margin: 8px;" alt="" 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" width="300" height="204" /></h1>
</div>
<div>The &#8220;The Music of Insects&#8221; presentation is a follow-up to the Thursday night, April 18, Concert Band performance &#8220;Scrape, Bang and Blow,&#8221; featuring the works of contemporary composers David Gillingham, Jared Spears, Samuel R. Hazo, and Thom Ritter George.  The Concert performance begins at 8:00 pm, and more information is available at: <a href="http://tcnjcenterforthearts.pages.tcnj.edu/calendar-2/calendar/#/?i=1" target="_blank">http://tcnjcenterforthearts.<wbr />pages.tcnj.edu/calendar-2/<wbr />calendar/#/?i=1</a>.</div>
<div><span style="font-family: 'Times New Roman',serif;"> </span></div>
<div>This brother-sister duo will discuss when and why animal sound production evolved about 240 million years ago and how humans employ the same techniques in developing instruments used in bands and orchestras. They will also discuss how rhythm, pitch, and tonal quality are used by insects and humans alike to convey information. </p>
<p>Mr. Erwin is an entomologist and informal science educator. He has worked as a forest pest entomologist with the state of Maryland, staff scientist with the Rachel Carson Council, Inc., and curator of the Smithsonian Institution&#8217;s Insect Zoo and Butterfly Pavilion. He travels throughout Central and South America collecting insects, develops museum exhibits, leads teacher workshops on object-based and inquiry-based learning, and appeared on Discovery, NPR&#8217;s  All Things Considered, and the Late Show with David Letterman, while sharing his interest and enthusiasm for insects. For more information, please visit: </p>
</div>
<div><a href="http://www.mnh.si.edu/highlight/cicadas/" target="_blank"> • http://www.mnh.si.edu/<wbr />highlight/cicadas/</a> and</div>
<div><a href="http://www.mnh.si.edu/onehundredyears/profiles/nate_erwin.html" target="_blank"> • http://www.mnh.si.edu/<wbr />onehundredyears/profiles/nate_<wbr />erwin.html</a>.</p>
<p>A flexible, creative and highly accomplished conductor, Rosalind Erwin has been welcomed on podiums both in the United States and abroad. Her credentials include performances with the Sofia Philharmonic in Bulgaria, Calais Chamber Orchestra in Portugal, in concert under the auspices of NATO in Croatia, and at home where in six years she built a fledgling regional orchestra in suburban Philadelphia into one attracting international attention, record executives and European solo artists. At TCNJ, Maestro Erwin teaches Independent Study in Conducting and directs the Concert Band. For more information, please visit: <a href="http://www.ckartists.info/html/rerwin/english/rerwin.html" target="_blank">http://www.ckartists.<wbr />info/html/rerwin/english/<wbr />rerwin.html</a>.</p>
</div>
</div>
]]></content:encoded>
			<wfw:commentRss>http://science.pages.tcnj.edu/2013/04/12/schools-of-science-and-arts-communication-welcome-smithsonian-biologist-nathan-erwin-for-a-presentation-and-concert-on-the-music-of-insects/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Spring 2013 Honor Society Inductees</title>
		<link>http://science.pages.tcnj.edu/2013/04/12/spring-2013-honor-society-inductees/</link>
		<comments>http://science.pages.tcnj.edu/2013/04/12/spring-2013-honor-society-inductees/#comments</comments>
		<pubDate>Fri, 12 Apr 2013 15:13:55 +0000</pubDate>
		<dc:creator>Hannah Wey</dc:creator>
				<category><![CDATA[news]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3343</guid>
		<description><![CDATA[On April 9 and 10, 2013, 50 juniors and seniors from the School of Science students were inducted into two premiere national honor societies.  Phi Beta Kappa is the nation’s oldest academic honor society and Phi Kappa Phi is the oldest all-discipline honor society in the United States.]]></description>
				<content:encoded><![CDATA[<h1 align="center"><b>School of Science Students Inducted into National Honor Societies</b></h1>
<p><b> </b></p>
<p>On April 9 and 10, 2013, 50 juniors and seniors from the School of Science students were inducted into two premiere national honor societies.  Phi Beta Kappa is the nation’s oldest academic honor society and Phi Kappa Phi is the oldest all-discipline honor society in the United States.</p>
<p>&nbsp;</p>
<h2 align="center"><b>Phi Beta Kappa Inductees</b></h2>
<p style="text-align: center;"><a href="http://science.pages.tcnj.edu/2013/04/12/spring-2013-honor-society-inductees/phibetakappa/" rel="attachment wp-att-3345"><img class="size-full wp-image-3345 aligncenter" alt="phibetakappa" src="http://science.pages.tcnj.edu/files/2013/04/phibetakappa.jpg" width="170" height="177" /></a></p>
<table style="width: 463px; height: 362px;" border="0" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p><b>Name</b></p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p><b>Major</b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Emmanuel Martinez Alcaraz</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Chemistry and Sociology/Anthropology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Kayla Coleman</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Mathematics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Patrick D&#8217;Errico</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Computer Science</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Marissa Falkiewicz</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Remy Friedman</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology and Spanish</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Margaret Fuller</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Physics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Matthew Galinsky</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Mathematics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Sydney Hope</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Jacob Levene</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Chemistry</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Meaghan Ly</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Michael McLoughlin</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Physics and Mathematics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Allison McQuillen</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Chemistry</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Maria Mostyka</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Kerry Ryan</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Physics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Anthony Santisi</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Physics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Steven Schwarcz</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Computer Science</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Li Guo Shan</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Statistics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Frank Stabile</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Michael Sun</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Mohit Thakur</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Lahari Vudayagiri</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology and Women’s &amp; Gender Studies</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Robin Wu</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Serge Zemerov</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;" nowrap="nowrap">
<p>Biology and Chemistry</p>
</td>
</tr>
</tbody>
</table>
<p> Phi Beta Kappa celebrates and advocates excellence in the liberal arts and sciences. The society sponsors activities to advance these studies — the humanities, the social sciences, and the natural sciences — in higher education and in society at large.  Typically, no more than 10 percent of the candidates for degrees in liberal arts and sciences are elected. Each year, about one college senior in a hundred, nationwide, is invited to join Phi Beta Kappa.</p>
<p>&nbsp;</p>
<h2 align="center"><b>Phi Kappa Phi Inductees</b><b> <br /></b></h2>
<p style="text-align: center;"><a href="http://science.pages.tcnj.edu/2013/04/12/spring-2013-honor-society-inductees/phikappaphi/" rel="attachment wp-att-3344"><img class="aligncenter size-full wp-image-3344" alt="phikappaphi" src="http://science.pages.tcnj.edu/files/2013/04/phikappaphi.jpg" width="224" height="224" /></a></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p><b>Name</b></p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p><b>Major</b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Paolo Di Lorenzo</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Physics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Vianna Fagel</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Statistics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Marissa Falkiewicz</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>John Ferrie</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Chemistry<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Tyler Higgins</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Chemistry and Mathematics<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Virginia Hixson</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Mathematics Secondary Education<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Sydney Hope</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Jacob Levene</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Chemistry<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Rachel Levin</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Statistics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Upasana Madan</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology and Women’s &amp; Gender Studies<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Allison McQuillen</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Chemistry<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>David Oommen</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Jordan Pasternack</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Kush Patel</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>David Piccolella</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Mathematics<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Shahzore Qureshi</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Computer Science<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Anthony Santisi</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Physics</p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Kush Shah</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>John Speigel</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology and Chemistry<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Frank Stabile</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Colleen Stalter</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Theodore Sudol</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Computer Science<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Claire Symanski</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Robin Wu</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Elizabeth Yacone</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Mathematics Secondary Education<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Serge Zemerov</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Biology<b></b></p>
</td>
</tr>
<tr>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Megan Zungoli</p>
</td>
<td style="border-color: #000000; border-style: solid; border-width: 1px;">
<p>Statistic</p>
</td>
</tr>
</tbody>
</table>
<p><b> </b>To be eligible for membership in a Phi Kappa Phi Chapter a student must be an outstanding student of sound character.  Juniors must have completed 72 credit hours and rank in the top 7.5% of their class. Seniors must rank in the top 10% of their class.</p>
]]></content:encoded>
			<wfw:commentRss>http://science.pages.tcnj.edu/2013/04/12/spring-2013-honor-society-inductees/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Tri-Beta Induction Speaker 2013: Dr. Parviz Gharagozloo</title>
		<link>http://science.pages.tcnj.edu/2013/04/01/tri-beta-induction-speaker-2013-dr-parviz-gharagozloo/</link>
		<comments>http://science.pages.tcnj.edu/2013/04/01/tri-beta-induction-speaker-2013-dr-parviz-gharagozloo/#comments</comments>
		<pubDate>Mon, 01 Apr 2013 16:57:47 +0000</pubDate>
		<dc:creator>Hannah Wey</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3335</guid>
		<description><![CDATA[Tri-Beta Biology Honor Society Induction Ceremony Friday, April 12th, 2013 from 7:00-9:00PM Edward Mayo Concert Hall Light refreshments will be served.   Dr. Parviz Gharagozloo, PhD CellOxess LLC, Chief Executive Officer and Founder Dr. Gharagozloo is the founder of CellOxess LLC and currently serves as its president and Chief Executive Officer. Dr. Gharagozloo has over [...]]]></description>
				<content:encoded><![CDATA[<h2 style="text-align: center;">Tri-Beta Biology Honor Society Induction Ceremony</h2>
<p style="text-align: center;">Friday, April 12th, 2013 from 7:00-9:00PM</p>
<p style="text-align: center;">Edward Mayo Concert Hall</p>
<p style="text-align: center;">Light refreshments will be served.</p>
<h1 style="text-align: center;"> </h1>
<h1>Dr. Parviz Gharagozloo, PhD<img class="alignright" style="border: 2px solid black; margin: 8px;" alt="" src="data:image/png;base64,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" width="113" height="132" /></h1>
<p><strong><i>CellOxess LLC, Chief Executive Officer and Founder </i></strong></p>
<p>Dr. Gharagozloo is the founder of CellOxess LLC and currently serves as its president and Chief Executive Officer. Dr. Gharagozloo has over 25 years of experience in Organic and Medicinal Chemistry gained in academia, Tech Transfer, Biotech and Pharmaceutical companies in the UK and USA. Prior to CellOxess, he led a group of medicinal chemists at Purdue Pharma in Cranbury, NJ targeting receptors, enzymes and ion-channels for the discovery of novel analgesics. Before joining Purdue in 2000, Dr. Gharagozloo was as the head of medicinal chemistry at Napp pharmaceuticals, a pain specializing company in Cambridge, UK where he led multiple research programs in drug discovery and served on the board of directors. Dr. Gharagozloo started his professional research career back in 1990 at the Medical Research Council Technology Center at Mill Hill in London, UK, where he spent 3 years as a postdoc and a further 5 years as a senior scientist and later as the head of medicinal chemistry department. Dr. Gharagozloo received his honors BSc degree in Chemistry and PhD in Medicinal chemistry in 1990 at University College London, UK. He has published extensively in the fields of organic and medicinal chemistry. His work is recognized by a number of international patents and he is the sole inventor of the Fertilix<sup>TM</sup>.</p>
<p>&nbsp;</p>
<p><b>My current interests:</b> The study of chronic cell oxidative stress in disease particularly in gamete biology.</p>
<p><b>Objectives:</b> To identify tissue specific biomarkers of oxidative stress and treat the condition with natural antioxidants before disease becomes manifest.</p>
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		<item>
		<title>Computer Science: Dr. Hock Ng, Bell Laboratories, Alcatel-Lucent</title>
		<link>http://science.pages.tcnj.edu/2013/03/25/computer-science-dr-hock-ng-bell-laboratories-alcatel-lucent/</link>
		<comments>http://science.pages.tcnj.edu/2013/03/25/computer-science-dr-hock-ng-bell-laboratories-alcatel-lucent/#comments</comments>
		<pubDate>Mon, 25 Mar 2013 17:28:07 +0000</pubDate>
		<dc:creator>Hannah Wey</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://science.pages.tcnj.edu/?p=3325</guid>
		<description><![CDATA[The Department of Computer Science presents: Dr. Hock M. Ng Technical Staff Member, Bell Labs Alcatel-Lucent April 2, 2013 Education Building Rm. 113 (tentative) 11:30am – 12:30pm Refreshments to follow the presentation &#160; iRoom: Experiments with an Intelligent Room In this talk, I will describe our iRoom research project which shares the vision of smart environments [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;">The Department of Computer Science presents:</p>
<h1>Dr. Hock M. Ng</h1>
<p>Technical Staff Member, Bell Labs<br /> Alcatel-Lucent</p>
<p>April 2, 2013<br /> Education Building Rm. 113 (tentative)<br /> 11:30am – 12:30pm<br /> Refreshments to follow the presentation</p>
<p>&nbsp;</p>
<h2>iRoom: Experiments with an Intelligent Room</h2>
<p>In this talk, I will describe our iRoom research project which shares the vision of smart environments responding to human presence and activity. The goal of iRoom is to make the room environment itself become the human computer interface. For example, the iRoom can determine the identity, location, and visit duration of a person entering the room using inputs from a variety of networked sensors and cameras. We use sensor fusion to determine context from sensor inputs and produce actions responding to the identity and/or activity of the visitor in the room. The iRoom generates in real-time several abstractions of contextual messages that developers can subscribe to in order to build third-party applications. I will describe the architecture, sensors, messaging protocols, algorithms, and potential applications of the iRoom.</p>
<p><strong>Biography</strong>: Dr. Hock M. Ng is a member of technical staff at Bell Laboratories, Alcatel-Lucent in Murray Hill, NJ. He received the B.S., M.S. and Ph.D. degrees in Electrical Engineering from Boston University in 1994, 1997, and 2000, respectively. Currently, his research interests are in the area of sensor fusion, computer vision, data visualization and pervasive computing. Prior to 2008, his research contributions were in the field of molecular beam epitaxy (MBE) of wide bandgap semiconductor materials and devices, with a focus on GaN and ZnO. His work was recognized by the Electrochemical Society with the 2006 Charles W. Tobias Young Investigator Award and by the North American MBE conference with the inaugural 2006 Young Investigator Award. He is also an alumnus of the National Academy of Engineering Frontiers of Engineering Symposium (2004). He is a<br /> senior member of the IEEE. In his spare time, he likes to tinker with robotics and 3D-printers.</p>
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