E. Wright

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Graphs on unlabelled nodes with a given number of edges

E. Wright, 1971 .

For how many edges is a digraph almost certainly Hamiltonian

E. Wright, 1973 .

An Introduction to the Theory of Numbers

E. Wright, G. Hardy, G. H. Hardy, 1939 .

Asymptotic Methods in Analysis

E. Wright, N. G. D. Brujin, 1960, The Mathematical Gazette.

PROOF OF A CONJECTURE OF SUDLER'S

E. Wright, 1964 .

On the Coefficients of Power Series Having Exponential Singularities

E. Wright, 1933 .

The Asymptotic Expansion of the Generalized Bessel Function

E. M. Wright, E. Wright, 1935 .

The Asymptotic Expansion of the Generalized Hypergeometric Function

E. Wright, 1935 .

THE GENERALIZED BESSEL FUNCTION OF ORDER GREATER THAN ONE

E. Wright, 1940 .

Prouhet's 1851 Solution of the Tarry-Escott Problem of 1910

E. M. Wright, E. Wright, 1959 .

THE FREQUENCY OF PRIME-PATTERNS

E. Wright, Lord Cherwell, 1960 .

Adaptive Control Processes: A Guided Tour

Richard Bellman, E. M. Wright, R. Bellman, 1961, The Mathematical Gazette.

An Enumerative Proof of An Identity of Jacobi

E. M. Wright, E. Wright, 1965 .

An extension of a theorem of Gordon

E. Wright, 1965, Proceedings of the Glasgow Mathematical Association.

The Evolution of Unlabelled Graphs

E. M. Wright, E. Wright, 1976 .

The Number of Partitions of a Large Bi‐Partite Number

E. M. Wright, E. Wright, 1957 .

On the Coefficients of Power Series having Exponential Singularities (Second Paper)

E. M. Wright, E. Wright, 1949 .

The number of sparsely edged labelled Hamiltonian graphs

E. Wright, 1983, Glasgow Mathematical Journal.

An Introduction to Number Theory

E. Wright, G. Hardy, 1960 .

PERTURBED FUNCTIONAL EQUATIONS (II)

E. Wright, 1949 .

Mathematical Optimization Techniques

Richard Bellman, E. M. Wright, E. Wright, 1964, The Mathematical Gazette.

Direct proof of the basic theorem on multipartite partitions

E. Wright, 1964 .

Partition of multipartite numbers into k parts.

E. Wright, 1964 .

Partitions of multi-partite numbers

E. Wright, 1956 .

Mathematical Optimization Techniques

E. Wright, 1964, The Mathematical Gazette.

Spiralling in Plane Random Walk

E. Wright, 1965, Canadian Mathematical Bulletin.

SEQUENCES (VOL. I)

E. Wright, 1968 .

Studies in Real and Complex Analysis

E. M. Wright, I. I. Hirschmann join, E. Wright, 1967, The Mathematical Gazette.

Partitions of Large Bipartites

E. Wright, 1958 .

BĀBAK OF BADHDH AND AL-AFSHIN DURING THE YEARS 816–841 A.D.

E. Wright, 1948 .

ASYMPTOTIC PARTITION FORMULAEI. PLANE PARTITIONS

E. Wright, E. Maitland Wright, 1931 .

The number of connected sparsely edged graphs. II. Smooth graphs and blocks

Edward M. Wright, E. Wright, 1978, J. Graph Theory.

The number of connected sparsely edged graphs

Edward M. Wright, E. Wright, 1977, J. Graph Theory.

The Asymptotic Expansion of the Generalized Hypergeometric Function

E. M. Wright, E. M. Wright, E. Wright, 1935 .

Asymptotic partition formulae. III. Partitions intok-th powers

E. Wright, 1934 .

An introduction to the theory of numbers (5. ed.)

Godfrey H. Hardy, Edward M. Wright, E. Wright, 1995 .

Large cycles in large labelled graphs. II

E. M. Wright, E. Wright, 1975, Mathematical Proceedings of the Cambridge Philosophical Society.

THE APPLICATION OF CONTINUED FRACTIONS AND THEIR GENERALIZATIONS TO PROBLEMS IN APPROXIMATION THEORY

E. Wright, 1966 .

For How Many Edges is a Graph Almost Certainly Hamiltonian

E. M. Wright, E. Wright, 1974 .

Partitions intok parts

E. Wright, 1961 .

The K-Connectedness of Bipartite Graphs

E. Wright, 1982 .

Field tests on conductor vibration

E. Wright, J. M. <suffix>Jr</suffix>, 1935, Electrical Engineering.

The number of connected sparsely edged graphs. III. Asymptotic results

Edward M. Wright, E. Wright, 1980, J. Graph Theory.

The number of connected sparsely edged graphs. IV large nonseparable graphs

E. M. Wright, E. Wright, 1983, J. Graph Theory.

The number of unlabelled graphs with many nodes and edges

E. M. Wright, E. Wright, 1972 .

Enumeration of smooth labelled graphs

E. M. Wright, E. Wright, 1982, Proceedings of the Royal Society of Edinburgh: Section A Mathematics.

Field tests on conductor vibration

E. M. Wright, J. Mini, E. Wright, 1934, Electrical Engineering.

The number of irreducible tournaments

E. M. Wright, E. Wright, 1970, Glasgow Mathematical Journal.

On a Sequence Defined by a Non‐Linear Recurrence Formula

E. M. Wright, E. Wright, 1945 .

Theorems in the additive theory of numbers

E. Wright, E. Maitland Wright, 2022 .

An Inequality for Convex Functions

E. M. Wright, E. Wright, 1954 .

Theory of Functions of a Complex Variable. Volume III. By A. I. Markushevich, trans, by R. A. Silverman. Pp. xi, 360. 104s. (Prentice-Hall Int., London, 1967.)

R. A. Silverman, E. M. Wright, E. Wright, 1966, The Mathematical Gazette.

The probability of connectedness of an unlabelled graph can be less for more edges

E. M. Wright, E. Wright, 1972 .