I. Permutations and combinations.- II. Inversion formulae.- III. Generating functions and recursions.- IV. Partitions.- V. Distinct representatives.- VI. Ramsey's theorem.- VII. Some extremal problems.- VIII. Convex spaces.- IX. De bruign sequences.- X. Block designs.- XI. Difference sets.- XII. Finite geometries.- XIII. Orthogonal latin squares.- XIV. Hadamard matrices.- XV. Constructions of block designs.
I. Permutations and combinations.- II. Inversion formulae.- III. Generating functions and recursions.- IV. Partitions.- V. Distinct representatives.- VI. Ramsey's theorem.- VII. Some extremal problems.- VIII. Convex spaces.- IX. De bruign sequences.- X. Block designs.- XI. Difference sets.- XII. Finite geometries.- XIII. Orthogonal latin squares.- XIV. Hadamard matrices.- XV. Constructions of block designs.
I. Permutations and combinations.- II. Inversion formulae.- III. Generating functions and recursions.- IV. Partitions.- V. Distinct representatives.- VI. Ramsey's theorem.- VII. Some extremal problems.- VIII. Convex spaces.- IX. De bruign sequences.- X. Block designs.- XI. Difference sets.- XII. Finite geometries.- XIII. Orthogonal latin squares.- XIV. Hadamard matrices.- XV. Constructions of block designs.
I. Permutations and combinations.- II. Inversion formulae.- III. Generating functions and recursions.- IV. Partitions.- V. Distinct representatives.- VI. Ramsey's theorem.- VII. Some extremal problems.- VIII. Convex spaces.- IX. De bruign sequences.- X. Block designs.- XI. Difference sets.- XII. Finite geometries.- XIII. Orthogonal latin squares.- XIV. Hadamard matrices.- XV. Constructions of block designs.
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