Index Catalog // ScholarsArchive@OSU

University Press Use of E-publishing Platforms for Monographs

Creator:: Mellinger, Margaret and Nichols, Jane
Abstract:: This white paper gives an overview of the software applications used by university presses to publish digital monographs. In addition, we will look at routes taken by university presses to move from all print to some e-publishing and list the supplemental online content that is typically offered for a fee.
Resource Type:: Technical Report
Full Text:: Amazon/B&N Buy Link Publisher BUY Link + optional Amazon/B&N Buy Link Number of Titles Up to 1,000 Up

Unique financial reporting considerations for readers of financial statements of forest products companies

Creator:: Oregon State University. College of Business, Oregon State University. College of Forestry, Bedient, Patricia M., and Pattee, Russell S.
Abstract:: An update of monograph number 25.
Resource Type:: Technical Report
Full Text:: STATEMENTS OF FOREST PRODUCTS COMPANIES An Update of Monograph Number 25 Monograph Number 38 October

A construction of the real numbers using nested closed intervals

Creator:: Huang, Nancy Mang-ze
Abstract:: It is well- known that a real number can be defined as an equivalence class of fundamental rational sequences. In fact, it is also possible to define a real number as an equivalence class of sequences of nested closed rational intervals. This paper is devoted to the latter case.
Resource Type:: Masters Thesis
Full Text:: number can be defined as an equiva- lence class of fundamental rational sequences. In fact, it is also

A reinterpretation, and new demonstrations of, the Borel Normal Number Theorem

Creator:: Rockwell, Daniel Luke
Abstract:: The notion of a normal number and the Normal Number Theorem date back over 100 years. Émile Borel first stated his Normal Number Theorem in 1909. Despite their seemingly basic nature, normal numbers are still engaging many mathematicians to this day. In this paper, we provide a reinterpretation of the...
Resource Type:: Dissertation
Full Text:: 4 base b and let N be a positive integer. Then define #N(a, b, α) to be the number of n with 1 ≤ n

A synthesis of significant developments in the history, calculation, and properties of the number e

Creator:: Beecroft, James Lewis
Abstract:: This thesis brings together under one cover a survey of the history of the real number e along with a study of the present state of its theory and calculation.
Resource Type:: Masters Thesis
Full Text:: DEVELOPMENTS IN THE HISTORY, CALCULATION, AND PROPERTIES OF THE NUMBER e Abstract Approved (B. H. Arnold

Modulo m properties of the Fibonacci sequence

Creator:: Vinson, John Ellsworth
Resource Type:: Masters Thesis
Full Text:: any number. Now let x = a and use (2.1) and (2.4) to obtain 2 uk+2-auk 1 (I-a)(u .au )..(a 4"1.4)uk

Arithmetic dynamical questions with local rationality conditions

Creator:: Noytaptim, Chatchai
Abstract:: We introduce a numerical criterion which allows us to bound the degree of any algebraic integer having all of Galois conjugates in an interval of length less than 4. Using this criterion, we study two arithmetic dynamical questions with local rationality conditions. First, we classify all unicritical polynomials defined over...
Resource Type:: Dissertation
Full Text:: algebraic integer having all of Galois conjugates in an interval of length less than 4. Using this

On Small Heights of Totally p-adic Numbers

Creator:: Stacy, Emerald T.
Abstract:: The height of an algebraic number A is a measure of how arithmetically complicated A is. We say A is totally p-adic if the minimal polynomial of A splits completely over the field of p-adic numbers. In this paper, we investigate what can be said about the smallest nonzero height...
Resource Type:: Dissertation
Full Text:: ∣ ⋅ ∣v. The global degree of K over Q is d = [K ∶ Q]. Example 4. Let K be a number field, and v be the

A general theory of density in additive number theory

Creator:: Freedman, Allen Roy
Abstract:: See PDF for abstract.
Resource Type:: Dissertation
Full Text:: GENERAL THEORY OF DENSITY IN ADDITIVE NUMBER THEORY Abstract approved (Major pr fessor) L

An inequality for the number of integers in the sum of two sets of integers

Creator:: Lim, Yeam Seng
Resource Type:: Masters Thesis
Full Text:: . Journal of the London ¡viathematical Society 20:8-14. 1945. 4. Mann, I-I. B. On the number of integers

ScholarsArchive@OSU

University Press Use of E-publishing Platforms for Monographs

Unique financial reporting considerations for readers of financial statements of forest products companies

A construction of the real numbers using nested closed intervals

A reinterpretation, and new demonstrations of, the Borel Normal Number Theorem

A synthesis of significant developments in the history, calculation, and properties of the number e

Modulo m properties of the Fibonacci sequence

Arithmetic dynamical questions with local rationality conditions

On Small Heights of Totally p-adic Numbers

A general theory of density in additive number theory

An inequality for the number of integers in the sum of two sets of integers

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