- Senior Project Posters in LATEX Ethan Bloch Adviser: Todd Johnson
- The Intellectual Revolution That You've Never Heard of
- color-package-demo-colornames.tex Bent Petersen
- CALCULUS DIAGNOSTIC SELF-EXAM Bard College
- "A First Course in Geometric Topology and Differential Geometry" Ethan D. Bloch
- TOPICS IN GEOMETRICAL MATHEMATICS SPRING 2010
- POLYHEDRAL REPRESENTATION OF DISCRETE MORSE FUNCTIONS ON REGULAR CW COMPLEXES AND
- MATH 212 CalculusIII Spring2010 StudySheetforTest#2
- SPRING 2011 BASIC INFORMATION
- MOD 2 DEGREE AND A GENERALIZED NO RETRACTION THEOREM
- MODERN GEOMETRY Class: Tue., Thur. 2:30-3:50 Hegeman 106
- PROOFS & FUNDAMENTALS SPRING 2007
- REALANALYSIS Class: Mon., Wed. 1:30-2:50 Hegeman 106
- SPRING 2011 BASIC INFORMATION
- CALCULUS III Class: Mon., Wed. 3:10-4:30 Hegeman 106
- MATH 212 CalculusIII Spring2010 StudySheetforTest#1
- MATH 212 CalculusIII Spring2010 StudySheetforTest#3
- KNOT THEORY SPRING 2009
- TopologyVol.23, No.2, pp. 161-175,1984 0040-9383/84 $3.00+.00 Printedin GreatBritain. PergamonPr~ Ltd.
- transactions of the american mathematical society
- transactions of the american mathematical society
- Topology and its Applications 25 (1987) 93-101 North-Holland
- Critical Points and the Angle Defect ETHAN D. BLOCH
- Math. Nachr. 279, No. 56, 490 494 (2006) / DOI 10.1002/mana.200310373 Mod 2 degree and a generalized No Retraction Theorem
- A Simple Proof of a Generalized No Retraction Theorem
- Using bardposter.sty Ethan Bloch
- Bard Presentation Style Fred Q. Mathematician
- User's Guide to the amsrefs Package David M. Jones
- "Proofs and Fundamentals: A First Course in Abstract Mathematics" Ethan D. Bloch
- OCTOBER 2005 NOTICES OF THE AMS 1055 ReachingforCommon
- SENIOR PROJECT MATHEMATICS
- To use the following macros, place the style file geom-macros.sty in the same folder as your TEX file, and place the command \usepackage{geom_macros}
- Topology and its Applications 25 (1987) 93-101 North-Holland
- CRITICAL POINTS AND THE ANGLE DEFECT ETHAN D. BLOCH
- Saunders MacLane 1934 Anil Nerode 1956
- THE ANGLE DEFECT FOR ODD-DIMENSIONAL SIMPLICIAL MANIFOLDS
- A Brief Introduction to LATEX for Bard Students
- 8.8 You Are the Professor 351 Read and comment upon the following attempted proofs as if you are the
- The Not So Short Introduction to LATEX 2
- A CHARACTERIZATION OF THE ANGLE DEFECT AND THE EULER CHARACTERISTIC IN DIMENSION 2
- Discrete Comput Geom DOI 10.1007/s00454-008-9084-8
- Packages in the `graphics' bundle D. P. Carlisle
- Using bardpresenation.sty Ethan Bloch
- ISRAELJOURNAL OF MATHEMATICS,Vol. 67, No. 2, 1989 A COMBINATORIAL CHERN-WEIL THEOREM
- Using bardproj.sty Style for Bard Senior Projects
- DOI: 10.1007/s00454-005-1221-z Discrete Comput Geom 35:311328 (2006) Discrete & Computational
- CALCULUS II BASIC INFORMATION
- ABSTRACT ALGEBRA BASIC INFORMATION
- CALCULUS II BASIC INFORMATION
- INTRODUCTION TO LINEAR ALGEBRA & ORDINARY DIFFERENTIAL EQUATIONS SPRING 2012
- PROOFS AND FUNDAMENTALS SPRING 2012
