Science Summer Research Application Form

This is a common application for the Science Division, submit only one application.

Application Timeline: 
Applications due -- 5th week in spring semester -- Friday, February 21, 2014.
Notification of offers -- To be announced.
Accept/decline offers -- To be announced.

Start/end dates for summer research are set by department or individual faculty. Use this form to apply for a summer research position in any of the science departments. Open to Grinnell College students only.

$1 million "capstone award" from HHMI boosts intermediate-level science education

Thursday, May. 24, 2012 7:30 pm | Contact: Des Moines Register; e! Science News; Iowa Higher Education

Grinnell College has received a $1 million science education “capstone award” from the Howard Hughes Medical Institute (HHMI), one of the nation’s largest private funders of biomedical research and education.

Robert N. Noyce ’49 Science Center

The facility includes refurbished teaching and research laboratories, classroom and office space, a science library, a computer laboratory, and several study areas. The addition connects two of the wings with a courtyard in between. The building houses the departments of biology, chemistry, mathematics and computer science, physics, and psychology. Containing modern scientific equipment and instrumentation, the facility has laboratories, classrooms, and seminar rooms, which are equipped with electronic and other modern instructional tools.

Hankel Transforms of Linear Combinations of Catalan Numbers

Fri, 2011-04-29 15:43 | By Anonymous (not verified)

Professor Christopher French cowrote an article, "Hankel Transforms of Linear Combinations of Catalan Numbers" with math majors Michael Dougherty, Benjamin Saderholm, and Wenyang Qian, all math majors in the class of 2012. The article appeared on April 20 in the Journal of Integer Sequences, Vol. 14 (2011), Article 11.5.1. In this paper, the authors consider the result of applying a certain operation called the Hankel Transform to certain sequences of numbers obtained in a natural way from the famous Catalan number sequence.


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