Derek Holton
| Use attributes for filter ! | |
| Gender | Male |
|---|---|
| Age | 83 |
| Date of birth | January 24,1941 |
| Zodiac sign | Aquarius |
| Born | Chesham |
| United Kingdom | |
| Spouse | Marilyn Holton |
| Job | Professor |
| Mathematician | |
| Awards | Paul Erdős Award |
| Education | McGill University |
| Date of Reg. | |
| Date of Upd. | |
| ID | 652884 |
A First Step to Mathematical Olympiad Problems
A Second Step to Mathematical Olympiad Problems
Mathematical Reflections: In a Room with Many Mirrors
Mathematical Vistas: From a Room with Many Windows
Problem Solving: The Creative Side of Mathematics
International Mathematical Olympiad Problems
Geometry 2
IMO Problems: Some IMO-type problems
Creative Activities in Mathematics: Lower and Middle Primary
Geometry 1
The Petersen graph
Number Theory 1
Combinatorics
Lighting Mathematical Fires 2
Geometry
Let's Solve Some Math Problems
Counting; Packing; Intersecting; Chessboards; Squigonometry
Inequalities
Combinatorics 2
Geometry 3: Incircles, Circumcircles, Excirles and the Nine Point Circle
Cycles Through Five Edges in 3-connected Cubic Graphs
Hamiltonian Cycles in Cubic 3-connected Bipartite Planar Graphs
Regular Odd Rings and Non-planar Graphs
Cycles in Graphs
Cycles Through Ten Vertices in 3-connected Cubic Graphs
Cycles in 3- connected Cubic Planar Graphs
Cycles in Abelian Cayley Graphs with a Proscribed Vertex
Graphic Sequences
Creating Calculus
A Corollary to Perfect's Theorem
Cycles Through Six Vertices Excluding One Edge in 3-connected Cubic Graphs
Reasoning and Data
Cycles Through Specified Vertices in K-connected Regular Graphs
Fashioning Functions
Simple and Multigraphic Realizations of Degree Sequence
IMO Problems 1: Some IMO-type Problems
A Note on Distance-symmetric Graphs
On the Automorphism Group of a Tree
A Characterisation of Semi-stability
Cycles with Prescribed and Proscribed Vertices
Aggregating Algebra
Mathematics Today. Year 12. Maths A
Mathematics: Celebrating Achievement : MAV's 42nd Annual Conference, Thursday 1st and Friday 2nd December 2005, LaTrobe University, Bundoora
Combinatorics: Inclusion-exclusion, rook polynomials and Stirling numbers
Some Open Problems in Graph Theory
Seven Geometry Problems
Stability of Cartesian Products
The Graph of Type (0, [infinity], [infinity] Realizations of a Graphic Sequence
Derek Holton's Problem Solving Series
A First Look at Graph Theory
The Teaching and Learning of Mathematics at University Level
A Second Step to Mathematical Olympiad Problems
Mathematical Reflections: In a Room with Many Mirrors
Mathematical Vistas: From a Room with Many Windows
Problem Solving: The Creative Side of Mathematics
International Mathematical Olympiad Problems
Geometry 2
IMO Problems: Some IMO-type problems
Creative Activities in Mathematics: Lower and Middle Primary
Geometry 1
The Petersen graph
Number Theory 1
Combinatorics
Lighting Mathematical Fires 2
Geometry
Let's Solve Some Math Problems
Counting; Packing; Intersecting; Chessboards; Squigonometry
Inequalities
Combinatorics 2
Geometry 3: Incircles, Circumcircles, Excirles and the Nine Point Circle
Cycles Through Five Edges in 3-connected Cubic Graphs
Hamiltonian Cycles in Cubic 3-connected Bipartite Planar Graphs
Regular Odd Rings and Non-planar Graphs
Cycles in Graphs
Cycles Through Ten Vertices in 3-connected Cubic Graphs
Cycles in 3- connected Cubic Planar Graphs
Cycles in Abelian Cayley Graphs with a Proscribed Vertex
Graphic Sequences
Creating Calculus
A Corollary to Perfect's Theorem
Cycles Through Six Vertices Excluding One Edge in 3-connected Cubic Graphs
Reasoning and Data
Cycles Through Specified Vertices in K-connected Regular Graphs
Fashioning Functions
Simple and Multigraphic Realizations of Degree Sequence
IMO Problems 1: Some IMO-type Problems
A Note on Distance-symmetric Graphs
On the Automorphism Group of a Tree
A Characterisation of Semi-stability
Cycles with Prescribed and Proscribed Vertices
Aggregating Algebra
Mathematics Today. Year 12. Maths A
Mathematics: Celebrating Achievement : MAV's 42nd Annual Conference, Thursday 1st and Friday 2nd December 2005, LaTrobe University, Bundoora
Combinatorics: Inclusion-exclusion, rook polynomials and Stirling numbers
Some Open Problems in Graph Theory
Seven Geometry Problems
Stability of Cartesian Products
The Graph of Type (0, [infinity], [infinity] Realizations of a Graphic Sequence
Derek Holton's Problem Solving Series
A First Look at Graph Theory
The Teaching and Learning of Mathematics at University Level
