8651 results in Discrete Mathematics, Information Theory and Coding
INTERMEDIATE SUMS ON POLYHEDRA: COMPUTATION AND REAL EHRHART THEORY
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- Mathematika / Volume 59 / Issue 1 / January 2013
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- 05 September 2012, pp. 1-22
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- January 2013
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On (Not) Computing the Möbius Function Using Bounded Depth Circuits
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- Combinatorics, Probability and Computing / Volume 21 / Issue 6 / November 2012
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- 24 August 2012, pp. 942-951
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Cops and Robbers on Geometric Graphs
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- Combinatorics, Probability and Computing / Volume 21 / Issue 6 / November 2012
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- 16 August 2012, pp. 816-834
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Testing Odd-Cycle-Freeness in Boolean Functions
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- Combinatorics, Probability and Computing / Volume 21 / Issue 6 / November 2012
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- 10 August 2012, pp. 835-855
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On Sums of Generating Sets in ℤ2n
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- Combinatorics, Probability and Computing / Volume 21 / Issue 6 / November 2012
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- 03 August 2012, pp. 916-941
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7 - Other matroids
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- Matroids: A Geometric Introduction
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- 02 August 2012, pp 261-295
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4 - Graphic matroids
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- Matroids: A Geometric Introduction
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- 02 August 2012, pp 152-179
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Preface
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- Matroids: A Geometric Introduction
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- 02 August 2012, pp xi-xvi
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ON A THEOREM OF ARVANITAKIS
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- Mathematika / Volume 59 / Issue 1 / January 2013
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- 02 August 2012, pp. 250-256
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Appendix: Matroid axiom systems
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- Matroids: A Geometric Introduction
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- 02 August 2012, pp 381-384
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THE MONTGOMERY–HOOLEY THEOREM IN SHORT INTERVALS
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- Mathematika / Volume 59 / Issue 1 / January 2013
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- 02 August 2012, pp. 129-139
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6 - Representable matroids
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- Matroids: A Geometric Introduction
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- 02 August 2012, pp 221-260
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Index
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- Matroids: A Geometric Introduction
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8 - Matroid minors
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- Matroids: A Geometric Introduction
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L1-SMOOTHING FOR THE ORNSTEIN–UHLENBECK SEMIGROUP
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- Mathematika / Volume 59 / Issue 1 / January 2013
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- 02 August 2012, pp. 160-168
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- January 2013
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5 - Finite geometry
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- Matroids: A Geometric Introduction
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Matroids: A Geometric Introduction
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9 - The Tutte polynomial
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- Matroids: A Geometric Introduction
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- 02 August 2012, pp 323-380
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1 - A tour of matroids
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- Matroids: A Geometric Introduction
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Bibliography
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- Matroids: A Geometric Introduction
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