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...Reponse: Arbitrary Justice State and federal prosecutorial power and discretion is largely an uncontrolled entity within the executive branch free to evaluate and enforce its own decisions. Davis argues that because this factions activities occur at ...
...Response: Beckett and Sassoon Evidence indicates that current anti-crime policies were created in rushed attempt by political activism to get tough on crime in response to a moral panic. Legislative induced judicial constraints like mandatory sentenc...
...Response: GOING UP THE RIVER
The prison industry within the United States has de-evolved from a publicly run institute into a private, capitalistic, profit driven machine. Hallinan argues that modern private prison industrial complexes are being dra...
...Response: Citizens, Cops and Power Local communities and Law Enforcement have long touted the benefits of community policing as an effective tool for enforcing social order and fighting crime. Herbert argues that this style of Law Enforcement strains...
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2005 autumn CHID/LSJ 332 All Lang Site: Experimental Education Unit Seattle URL WA 98195 Address: UW, EEU, Box 357925 Location: lower campus - right behind the hospital Overview: The mission of the EEU is threefold: research, training, and service to young children with and with out disabilities and their families. Contact: Chris Matsumoto Bus Direction Driving Directions: Position Title: Classroom Assistant Experimental Education Unit Positions Available: Position Hours: 3-5 hours/week between 8:45am and 3:00pm 5 Description: For more information about the EEU please reference the website: http://depts.washington.edu/eeuweb/Admin_Support_Staff.htm Recommended Skills: Quick learner, dependable, enjoys working with children, willing to accept feedback, works well with a team, willing to be pro-active in participating with all children. Job Description: assist in a preschool classroom that includes children with and without disabilities; working directly with the children as well as assisting the teachers with setup and cleanup Your Expectations: regular attendance; likes children; willing to learn and accept feedback Orientation Information Please call Chris at (206)543-4011 on or before October 10th to schedule an orientation for the week of October 10th. Site: Contact Phone/Email: (206) 221-3868 ctm@u.washington.edu Feet First Puget Sound pedestrian advocacy Seattle WA 98101 URL http://www.feetfirst.info Address: 1402 Third Ave Suite 1121 Location: 1402 Third AVE Suite 1121, Seattle, WA 98101 Overview: Feet First promotes the rights and interests of pedestrians and encourages walking. Whereas every other mode of transportation has a large industry and a professional lobby to promote their interests, pedestrians have neither. This makes it even more important for there to be wellorganized pedestrian advocacy. Feet First is a regional organization, but we have just embarked as the leader of a significant local project, ACTIVE SEATTLE. This project works intensively at the neighborhood level with dozens of organizations to get neighborhoods organized around pedestrian issues. Contact: David Levinger Bus Direction Contact Phone/Email: (206) 652-2310 David@feetfirst.info Downtown Feet First office and in the neighborhood (Delridge, Beacon Hill, Central Area, Lake City, or North Aurora Avenue area). Driving Directions: Simple drive on I-5 to Union Street exit. Position Title: Disability Rights Advocate Feet First Puget Sound pedestrian advocacy Positions Available: 2 Position Hours: Description: --Work on one specific aspect of disability rights and help organize information to support a campaign or an intiative. Examples of issues are motorist compliance with the White Cain law, provision of curb ramps in a community, representation of people with disabilities on community advisory commities. Service learners will have an opportunity to interact with people or organizations that represent people with disabilities (such as lighthouse for the blind, and the Office for People with Disabilities, offices that focuses on mobility impairments). Service learners will also have an opportunity to organize a 'walking audit'-- looking at a neighborhood and its obstacles-- looking for community walkability. Orientation Information Please contact David at 206.652.2310 to confirm an orientation for the week of October 10th. Position Title: Photographer Positions Available: 1 Feet First Puget Sound pedestrian advocacy Position Hours: Weekly hrs flexible, some Sat. events Description: Requirement that you have camera Contact/Supervisor: David Levinger In this position, a student will engage in the following activities/roles/tasks: Photographing the urban and neighborhood environment, including people with disabilities and active in the neighborhoods. --Potential to pair with people with disabilities to walk around in neighborhood Working in the Feet First office on a PC or a Mac computer to archive the material gathered. For this position, a student should possess the following skills: You are a good proficient photographer, with using a camera and with taking well-composed photographs. You are comfortable with people and do not mind taking photographs of people including those with whom you are unfamiliar. You are detail-oriented. For this position, a student can expect to complete the following project or tasks that contribute to our organization s outcomes (explain the connection between task, project, and your organization): Review the state of the art in photographing the built environment by viewing Feet First s existing photo archive from around the United States. Travel to 2-5 neighborhoods to take photographs with a Feet First digital camera. We may approve your use of your own camera, pending inspection. Film cameras may be acceptable. Join us for one or two Saturday neighborhood walks to conduct a review of the neighborhood with citizens. Create a photo archive at the Feet First office on a PC or a Mac computer. What, specifically, do you hope students will learn, in general, in working with your organization? You will receive credit for your work in our publications. You will learn about urban design for walkability. You will learn about using photography to communicate the values of a community and as a tool for organizing and transforming a community. Orientation Information Please contact David at 206.652.2310 to confirm an orientation for the week of October 10th. Site: Little Bit Therapeutic Riding Center Woodinville URL WA 98072 Address: 19802 NE 148th Location: Overview: Mission statement: Little Bit is a non-profit organization that provides therapy to disabled children and adults through horse/rider interaction. It is the goal of Little Bit to provide participants with a sense of pride and accomplishment and to ultimately increase their quality of life. Classes are held M-Satuday anytime from 8am - 8pm and Sun. 11am-3pm. Service learning students MUST call Melissa before registering to see what shifts are available. Most (but not all) available shifts are in the mid to late mornings. If your schedule does not fit their available shifts, this will NOT be the right service learning site for you. Contact: Melissa Dayr Contact Phone/Email: (425) 882-1554 volunteercoordinator@littlebi t.org Bus Direction Best reached by car** Driving Directions: Merge onto WA-520 E toward BELLEVUE/ KIRKLAND. 12.39 miles 1 WA-520 E becomes AVONDALE RD EXT. 0.27 miles 2 AVONDALE RD EXT becomes AVONDALE RD NE. 4.47 miles 3 Turn SHARP RIGHT onto BEAR CREEK RD NE. 0.40 miles 4 Turn SHARP LEFT onto MINK RD NE. 0.09 miles 9: Turn RIGHT onto NE 148TH ST. 0.10 miles Total Estimated Time: Total Distance: 19.10 miles 31 minutes Position Title: Volunteer Positions Available: 3 Little Bit Therapeutic Riding Center Position Hours: depended on need to classes, see postion descrip. Description: Recommended skills: The ability to communicate to and work with disabled children is critical. Volunteers should be comfortable around horses. Job Description: Volunteers must be prepared to groom and tack horses in preparation for class. After the warmups, volunteers assist riders as they mount the horses. During class, volunteers interact with the riders in various games and therapeutic tasks. Classes are held M-Sat anytime from 8am - 8pm and Sun .11am-3pm. Service learning students volunteer 3 hrs/wk. You MUST call Melissa before registering to see what shifts are available. Most (but not all) available shifts are in the mid to late mornings. Once you commit to a class, you must maintain that commitment throughout the quarter, including finals week so that there is consistency for their students. Students who are working with children are required to have a background check. Hoursof operation: Autumnquarter is 7 days a week, classes from 7:30am to 6:45pm (ending at 8:00pm M-F), Saturday's need a lot of volunteers, Sunday is quieter, so there are a lot of choices for the students. Orientation Information You MUST contact Melissa on or before October 10th to set up an orientation date. (425) 882-1554.
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Washington >> LSJ >> 362 (Fall, 2008)
LSJ 362 FINAL EXAM AUTUMN 2007 First, read the article, The Pressure to Cover, by Kenji Yoshino, which was originally published on January 15, 2006 in The New York Times Magazine (a copy of the article is posted on the class website). This topic sho...
Washington >> LSJ >> 367 (Fall, 2008)
Political Science Department Autumn 2008 Teaching Assistant Job Description Complete and return to Meera Roy by Friday, September 26, 2008 *COMPLETE THIS TOP SECTION AND SIGN BELOW* TA NAME: __ QUIZ MEETINGS: Sections (AA, etc) Days Times Locations ...
Washington >> LSJ >> 421 (Fall, 2008)
spring 2005 ANTH/LSJ 498/421 All Osanloo Site: Committee for International Human Rights Inquiry Seattle WA 98118-2220 URL http:/www.hometown.aol.com/Mo chCIHRI Address: 5512 42nd Ave. S Location: Regular meetings will either be held on campus...
Washington >> MATH >> 100 (Fall, 2008)
Philosophy 100 Lecture: Kantian Ethics Table of Contents! (1) (2) (3) (4) (5) Hypothetical-Categorical Imperatives Heteronymous-Autonomous Actions Equal Force of Reasons Principle Universalization Test Deducing the Categorical Imperative The Hypoth...
Washington >> MATH >> 100 (Fall, 2008)
472.128 3304.01600000000 124.994 1330.79600000000 ...
Washington >> MATH >> 100 (Fall, 2008)
342.55 2195.14600000000 88.064 927.004000000000 ...
Washington >> MATH >> 100 (Fall, 2008)
1.794 1.58400000000000 0.44 0.808000000000000 ...
Washington >> MATH >> 102 (Fall, 2008)
(102, 2, 7) (0.20401299999999978, 0.0040000000000013358, 0.0, 0.0, 0.20801300000000111) Modular Symbols space of dimension 0 and level 102, weight 2, character [1, -1, zeta8], sign 1, over Cyclotomic Field of order 8 and degree 4 ...
Washington >> MATH >> 102 (Fall, 2008)
2 2 10000 0 1 1 0.5 0 1.60738613372 10 0 1.0 -0.707106781187 0.57735026919 0.5 0 -0.408248290464 0.755928946018 -0.353553390593 0.333333333333 0 0 0.288675134595 0.554700196225 -0.534522483825 0 0.25 -0.242535625036 -0.235702260396 -0.917662935482 0 ...
Washington >> MATH >> 102 (Fall, 2008)
2 2 10000 0 1 1 0.5 0 1.60738613372 10 0 1.0 0.707106781187 0.57735026919 0.5 -0.894427191 0.408248290464 0 0.353553390593 0.333333333333 -0.632455532034 -1.20604537831 0.288675134595 -0.554700196225 0 -0.516397779494 0.25 0.242535625036 0.2357022603...
Washington >> MATH >> 102 (Fall, 2008)
2.7630981341 4.13875090006 5.51457882927 7.36440720073 7.95888206699 9.57039481094 10.84353554601 11.93324918289 12.87130622556 13.82453782977 14.86810353897 15.62682950031 16.33123300835 17.79286854935 18.97481261133 19.60787398222 20.65814869355 21...
Washington >> MATH >> 103 (Fall, 2008)
(103, 2, 6) (0.1720110000000048, 0.26801699999999329, 0.0, 0.58003599999999977, 1.0200639999999979) Modular Symbols space of dimension 10 and level 103, weight 2, character [zeta3], sign 1, over Cyclotomic Field of order 3 and degree 2 ...
Washington >> MATH >> 103 (Fall, 2008)
(103, 2, 2) (0.22401400000000038, 2.2161380000000008, 0.0, 6.9524349999999977, 9.3925869999999989) Modular Symbols space of dimension 10 and level 103, weight 2, character [zeta102^2], sign 1, over Cyclotomic Field of order 102 and degree 32 ...
Washington >> MATH >> 103 (Fall, 2008)
2 2 10000 0 1 1 0.5 0 1.61524625949 10 0 1.0 0.532416578391 1.73991646769 -0.716532587054 -0.186310796133 0.926360372414 -1.4985087625 -0.913910406696 2.02730931454 -0.0991949565942 -1.25767190869 -1.24670684785 0.70670966054 -0.797830908022 -0.32416...
Washington >> MATH >> 103 (Fall, 2008)
2 2 10000 0 1 1 0.5 0 1.61524625949 10 0 1.0 1.9672570626 -1.3097435516 2.87010035036 -0.402715054521 -2.57660225208 -1.05533455175 3.67896812201 0.715428170955 -0.792244035223 -1.14876712123 -3.75909542632 0.24730047316 -2.07611435033 0.527453445791...
Washington >> MATH >> 134 (Fall, 2008)
(134, 2, 6) (0.52403300000003128, 0.47602999999998019, 1.5720979999999827, 2.8481780000000185, 5.4203390000000127) Modular Symbols space of dimension 19 and level 134, weight 2, character [1, zeta3], sign 1, over Cyclotomic Field of order 3 and degre...
Washington >> MATH >> 134 (Fall, 2008)
(134, 2, 1) (0.21201400000001058, 0.0040000000000190994, 0.0, 0.0, 0.21601400000002968) Modular Symbols space of dimension 0 and level 134, weight 2, character [1, zeta66], sign 1, over Cyclotomic Field of order 66 and degree 20 ...
Washington >> MATH >> 134 (Fall, 2008)
(134, 2, 0) (0.048002999999937401, 0.044003000000031989, 4.720294000000024, 0.14401000000003705, 4.9563100000000304) Modular Symbols space of dimension 19 and level 134, weight 2, character [1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 135 (Fall, 2008)
Math 135A, Winter 2009 Syllabus Instructor: Tom Duchamp Oce: Padelford C-505 TA: Eric Nitardy e-mail: duchamp@math.washington.edu Oce: Padelford C-115 Oce hours: 12:302:00 on Mondays; 1:30 e-mail: nithardt@math.washington.edu 2:20 on Tuesdays; righ...
Washington >> MATH >> 135 (Fall, 2008)
MATH 135: COMPLEX NUMBERS (WINTER, 2009) The introduction of complex numbers in the 16th century made it possible to solve the equation x2 + 1 = 0. These notes1 present one way of dening complex numbers. 1. The Complex Plane A complex number z is gi...
Washington >> MATH >> 135 (Fall, 2008)
Math 135A, Winter 2009 Fixed Points One way that sequences are often dened is by recursion. More precisely, suppose that f : R R is a function and x0 is a real number. Then we may dened a sequence {xn } iteratively by the formula xn+1 = f (xn ) fo...
Washington >> MATH >> 135 (Fall, 2008)
Math 135A, Winter 2009 Cauchy Sequences Very often, it is dicult to determine the limit of a convergent sequence, yet one still wants to verify that the sequence is convergent. In this handout, we develope a criterion for convergence of a sequence ...
Washington >> MATH >> 136 (Fall, 2008)
(136, 2, 6) (0.20001300000001265, 0.0080009999999788306, 0.0, 0.0, 0.20801399999999148) Modular Symbols space of dimension 0 and level 136, weight 2, character [1, -1, zeta16], sign 1, over Cyclotomic Field of order 16 and degree 8 ...
Washington >> MATH >> 136 (Fall, 2008)
(136, 2, 5) (0.040003000000012889, 0.048002999999994245, 0.72004600000002483, 0.43202700000000505, 1.2440790000000561) Modular Symbols space of dimension 20 and level 136, weight 2, character [1, -1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 136 (Fall, 2008)
(136, 2, 10) (0.036002000000053158, 0.0040009999999597312, 0.0, 0.0, 0.040003000000012889) Modular Symbols space of dimension 0 and level 136, weight 2, character [-1, 1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 136 (Fall, 2008)
(136, 2, 12) (0.20401300000003175, 0.0079999999999813554, 0.0, 0.0, 0.21201300000001311) Modular Symbols space of dimension 0 and level 136, weight 2, character [-1, 1, zeta8], sign 1, over Cyclotomic Field of order 8 and degree 4 ...
Washington >> MATH >> 144 (Fall, 2008)
C SCI 144 Java 1 Winter 2006 COURSE SYLLABUS andREQUIREMENTS 12401 SE 320th St. Auburn, WA 98002-3699 Location: TC120 Quarter: Winter 2005 Class Days Th 1-2 p.m. Office/Office Hours: SMT 318 Daily 8-9 Course Number/Credit: C ...
Washington >> MATH >> 144 (Fall, 2008)
(144, 2, 23) (0.048002999999994245, 0.068004000000001952, 0.20401300000000333, 0.0, 0.32001999999999953) Modular Symbols space of dimension 24 and level 144, weight 2, character [-1, -1, -1], sign 1, over Rational Field ...
Washington >> MATH >> 144 (Fall, 2008)
(144, 2, 8) (0.048002999999994245, 0.080004000000016617, 0.23201499999998987, 0.0, 0.36002200000000073) Modular Symbols space of dimension 28 and level 144, weight 2, character [1, -1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 144 (Fall, 2008)
(144, 2, 18) (0.28801800000002231, 0.0039999999999906777, 0.0, 0.0, 0.29201800000001299) Modular Symbols space of dimension 0 and level 144, weight 2, character [-1, zeta12^3, zeta12^2 - 1], sign 1, over Cyclotomic Field of order 12 and degree 4 ...
Washington >> MATH >> 145 (Fall, 2008)
(145, 2, 1) (0.18001100000000747, 0.0039999999999906777, 0.0, 0.0, 0.18401099999999815) Modular Symbols space of dimension 0 and level 145, weight 2, character [1, zeta28], sign 1, over Cyclotomic Field of order 28 and degree 12 ...
Washington >> MATH >> 145 (Fall, 2008)
(145, 2, 11) (0.14400900000001116, 0.0039999999999906777, 0.0, 0.0, 0.14800900000000183) Modular Symbols space of dimension 0 and level 145, weight 2, character [zeta4, -1], sign 1, over Cyclotomic Field of order 4 and degree 2 ...
Washington >> MATH >> 145 (Fall, 2008)
(145, 2, 13) (0.16001100000002566, 0.0039999999999906777, 0.0, 0.0, 0.16401100000001634) Modular Symbols space of dimension 0 and level 145, weight 2, character [-1, zeta28], sign 1, over Cyclotomic Field of order 28 and degree 12 ...
Washington >> MATH >> 145 (Fall, 2008)
(145, 2, 12) (0.032002000000005637, 0.044002999999975145, 1.2640790000000095, 0.27601699999999596, 1.6161009999999862) Modular Symbols space of dimension 18 and level 145, weight 2, character [-1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 146 (Fall, 2008)
(146, 2, 11) (0.036002999999965368, 0.048003000000022666, 0.12800699999999665, 0.32802100000000678, 0.54003399999999147) Modular Symbols space of dimension 20 and level 146, weight 2, character [1, -1], sign 1, over Rational Field ...
Washington >> MATH >> 146 (Fall, 2008)
(146, 2, 3) (0.22801400000000172, 0.0040010000000165746, 0.0, 0.0, 0.23201500000001829) Modular Symbols space of dimension 0 and level 146, weight 2, character [1, zeta24], sign 1, over Cyclotomic Field of order 24 and degree 8 ...
Washington >> MATH >> 146 (Fall, 2008)
(146, 2, 4) (0.68404200000000515, 0.9560600000000079, 2.7281700000000058, 5.4723429999999951, 9.8406150000000139) Modular Symbols space of dimension 20 and level 146, weight 2, character [1, zeta18], sign 1, over Cyclotomic Field of order 18 and degr...
Washington >> MATH >> 146 (Fall, 2008)
(146, 2, 0) (0.048003000000022666, 0.044003000000003567, 4.7682979999999873, 0.096006000000016911, 4.9563100000000304) Modular Symbols space of dimension 20 and level 146, weight 2, character [1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 170 (Fall, 2008)
(170, 2, 16) (0.34802100000001701, 0.0080000000000381988, 0.0, 0.0, 0.35602100000005521) Modular Symbols space of dimension 0 and level 170, weight 2, character [1, -zeta8^2, zeta8], sign 1, over Cyclotomic Field of order 8 and degree 4 ...
Washington >> MATH >> 170 (Fall, 2008)
(170, 2, 14) (0.060003999999935331, 0.088005000000066502, 0.74404700000002322, 31.977997999999957, 32.870053999999982) Modular Symbols space of dimension 32 and level 170, weight 2, character [1, -1, -1], sign 1, over Rational Field ...
Washington >> MATH >> 170 (Fall, 2008)
(170, 2, 12) (1.3920870000001742, 1.2960809999999583, 4.9123079999999391, 10.240640000000099, 17.84111600000017) Modular Symbols space of dimension 30 and level 170, weight 2, character [1, -1, zeta8], sign 1, over Cyclotomic Field of order 8 and deg...
Washington >> MATH >> 170 (Fall, 2008)
(170, 2, 11) (0.34002099999986513, 0.008001000000035674, 0.0, 0.0, 0.3480219999999008) Modular Symbols space of dimension 0 and level 170, weight 2, character [1, -1, zeta16], sign 1, over Cyclotomic Field of order 16 and degree 8 ...
Washington >> MATH >> 171 (Winter, 2008)
(171, 2, 11) (0.74004600000000664, 1.180074999999988, 0.0, 1.420088000000078, 3.3402090000000726) Modular Symbols space of dimension 20 and level 171, weight 2, character [zeta6, -1], sign 1, over Cyclotomic Field of order 6 and degree 2 ...
Washington >> MATH >> 171 (Winter, 2008)
(171, 2, 2) (0.77604900000005728, 1.0280629999999746, 3.7122319999999718, 7.1004450000000361, 12.61678900000004) Modular Symbols space of dimension 22 and level 171, weight 2, character [1, zeta18^2], sign 1, over Cyclotomic Field of order 18 and deg...
Washington >> MATH >> 171 (Winter, 2008)
(171, 2, 29) (0.23201400000004924, 0.0040010000000165746, 0.0, 0.0, 0.23601500000006581) Modular Symbols space of dimension 0 and level 171, weight 2, character [-zeta18^3 + 1, zeta18^2], sign 1, over Cyclotomic Field of order 18 and degree 6 ...
Washington >> MATH >> 171 (Winter, 2008)
(171, 2, 26) (0.21601400000008653, 0.0039999999999054126, 0.0, 0.0, 0.22001399999999194) Modular Symbols space of dimension 0 and level 171, weight 2, character [-zeta6, zeta6], sign 1, over Cyclotomic Field of order 6 and degree 2 ...
Washington >> MATH >> 197 (Fall, 2008)
(197, 2, 7) (0.17201099999988401, 0.0040000000001327862, 0.0, 0.0, 0.17601100000001679) Modular Symbols space of dimension 0 and level 197, weight 2, character [zeta4], sign 1, over Cyclotomic Field of order 4 and degree 2 ...
Washington >> MATH >> 197 (Fall, 2008)
(197, 2, 0) (0.044003000000202519, 0.032001999999920372, 0.0, 0.11200699999994868, 0.18801200000007157) Modular Symbols space of dimension 17 and level 197, weight 2, character [1], sign 1, over Rational Field ...
Washington >> MATH >> 197 (Fall, 2008)
(197, 2, 1) (0.23601599999983591, 0.0040000000001327862, 0.0, 0.0, 0.2400159999999687) Modular Symbols space of dimension 0 and level 197, weight 2, character [zeta196], sign 1, over Cyclotomic Field of order 196 and degree 84 ...
Washington >> MATH >> 197 (Fall, 2008)
(197, 2, 2) (0.92805700000008073, 6.7324209999997038, 0.0, 47.82698900000014, 55.487466999999924) Modular Symbols space of dimension 18 and level 197, weight 2, character [zeta98], sign 1, over Cyclotomic Field of order 98 and degree 42 ...
Washington >> MATH >> 198 (Fall, 2008)
(198, 2, 10) (2.4441530000001421, 6.6844180000000506, 14.068878999999924, 19.349208999999973, 42.546659000000091) Modular Symbols space of dimension 40 and level 198, weight 2, character [1, zeta30^5 - 1, zeta30^6], sign 1, over Cyclotomic Field of o...
Washington >> MATH >> 198 (Fall, 2008)
(198, 2, 2) (2.3001439999998183, 3.3722110000001067, 9.6126009999998132, 17.957121000000143, 33.242076999999881) Modular Symbols space of dimension 40 and level 198, weight 2, character [1, 1, zeta5], sign 1, over Cyclotomic Field of order 5 and degr...
Washington >> MATH >> 198 (Fall, 2008)
(198, 2, 4) (0.49203099999976985, 0.0040010000000165746, 0.0, 0.0, 0.49603199999978642) Modular Symbols space of dimension 0 and level 198, weight 2, character [1, zeta6, 1], sign 1, over Cyclotomic Field of order 6 and degree 2 ...
Washington >> MATH >> 198 (Fall, 2008)
(198, 2, 1) (0.54003299999999399, 0.0040000000001327862, 0.0, 0.0, 0.54403300000012678) Modular Symbols space of dimension 0 and level 198, weight 2, character [1, 1, zeta10], sign 1, over Cyclotomic Field of order 10 and degree 4 ...
Washington >> MATH >> 300 (Winter, 2008)
Economics 300 Elaina Rose Spring 2006 Homework #1: Math Review 1. Compute f (x) and f(x) for each of the functions below: a. b. c. d. e. f. f(x) = x2 + 2x + 1 f(x) = x3 + 4x2 + x(.2) f(x) = 4x1/2 + 12x1/3 + 5 f(x) = ln(x) f(x) = 3ln(x) f(x) = ln(3x) ...
Washington >> MATH >> 300 (Winter, 2008)
Agenda Finals Overview Material Review Conflict Management Student Feedback Office Hours Today? Managing for Organizational Effectiveness Final Material Review March 8, 2006 Rick McPherson 2 Finals Section E Tuesday @ 10:30 Section F Monday @ 1...
Washington >> MATH >> 300 (Winter, 2008)
28.804 145.884000000000 7.434 63.1160000000000 ...
Washington >> MATH >> 300 (Winter, 2008)
(300, 2, 15) (1.1040689999999813, 0.0080010000001493609, 0.0, 0.0, 1.1120700000001307) Modular Symbols space of dimension 0 and level 300, weight 2, character [-1, 1, zeta10^2], sign 1, over Cyclotomic Field of order 10 and degree 4 ...
Washington >> MATH >> 301 (Summer, 2008)
Service Learning Organizations and Positions winter 2008 SPAN 301/302 All varies Site: CASA Latina Seattle WA 98121 URL www.casa-latina.org Address: 220 Blanchard Street Location: Service Learning work will take place at 2330 Western Avenue Seatt...
Washington >> MATH >> 301 (Summer, 2008)
(301, 2, 12) (0.40402600000015809, 0.0039999999999054126, 0.0, 0.0, 0.4080260000000635) Modular Symbols space of dimension 0 and level 301, weight 2, character [zeta42^7, zeta42^6], sign 1, over Cyclotomic Field of order 42 and degree 12 ...
Washington >> MATH >> 301 (Summer, 2008)
(301, 2, 13) (4.1562600000006569, 1.0320649999985108, 0.0, 36.094256000000314, 41.282580999999482) Modular Symbols space of dimension 29 and level 301, weight 2, character [zeta6, zeta6], sign 1, over Cyclotomic Field of order 6 and degree 2 ...
Washington >> MATH >> 301 (Summer, 2008)
(301, 2, 30) (0.35202200000094308, 0.0040009999993344536, 0.0, 0.0, 0.35602300000027753) Modular Symbols space of dimension 0 and level 301, weight 2, character [-1, zeta6 - 1], sign 1, over Cyclotomic Field of order 6 and degree 2 ...
Washington >> MATH >> 318 (Fall, 2008)
(318, 2, 5) (6.540409000001091, 0.22001299999828916, 0.80005000000528526, 5.9403709999969578, 13.500843000001623) Modular Symbols space of dimension 58 and level 318, weight 2, character [1, 1, -1], sign 1, over Rational Field ...
Washington >> MATH >> 318 (Fall, 2008)
(318, 2, 3) (5.1283200000034412, 55.299455999997008, 116.99931300000026, 117.04331399999865, 294.47040299999935) Modular Symbols space of dimension 58 and level 318, weight 2, character [1, 1, zeta13], sign 1, over Cyclotomic Field of order 13 and de...
Washington >> MATH >> 318 (Fall, 2008)
(318, 2, 6) (0.096005999999761116, 0.004001000001153443, 0.0, 0.0, 0.10000700000091456) Modular Symbols space of dimension 0 and level 318, weight 2, character [1, -1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 318 (Fall, 2008)
(318, 2, 4) (0.87605499999699532, 0.0040009999975154642, 0.0, 0.0, 0.88005599999451078) Modular Symbols space of dimension 0 and level 318, weight 2, character [1, 1, zeta4], sign 1, over Cyclotomic Field of order 4 and degree 2 ...
Washington >> MATH >> 326 (Fall, 2008)
University of Washington Math 326 Fall 2006 General Information Instructor: Ethan Devinatz Padelford C-554 phone: 685-4777 e-mail: devinatz@math.washington.edu web: http:/www.math.washington.edu/devinatz Oce hours: Wednesday and Friday, 11:30-12:15; ...
Washington >> MATH >> 326 (Fall, 2008)
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Washington >> MATH >> 326 (Fall, 2008)
(326, 2, 0) (0.14000900000246475, 0.13200799999322044, 29.661853000005067, 0.66004200000315905, 30.593912000003911) Modular Symbols space of dimension 43 and level 326, weight 2, character [1, 1], sign 1, over Rational Field ...
Washington >> MATH >> 326 (Fall, 2008)
(326, 2, 1) (0.74004599999898346, 0.0040000000008149073, 0.0, 0.0, 0.74404599999979837) Modular Symbols space of dimension 0 and level 326, weight 2, character [1, zeta162], sign 1, over Cyclotomic Field of order 162 and degree 54 ...
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