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Articles 25201 - 25230 of 27223
Full-Text Articles in Entire DC Network
Greedy And Optimal Paths In A Weighted Graph Without Circuits And Applications To A Class Of Optimization Problems On Finite Posets, Irinel C. Dragan
Greedy And Optimal Paths In A Weighted Graph Without Circuits And Applications To A Class Of Optimization Problems On Finite Posets, Irinel C. Dragan
Mathematics Technical Papers - Archive
In several recent papers B. Korte and L. Lovasz considered a mathematical structure called a simple language on which a greedy algorithm can operate (see [31,J41, OD. The concept of greedoid has been defined by relaxing an axiom and strengthening an other axiom from the definition of the matroid. Under some constraints imposed to the objective function of a combinatorial optimization problem on a greedoid, the greedy algorithm provides an efficient method for solving the problem. An algorithmic characterization of the greedoids, similar to that of the matroids, was further searched. The effort has been justified-by several examples of combinatorial …
Microcomputer Algorithms For Prime Number Testing, Susan Dale Barton
Microcomputer Algorithms For Prime Number Testing, Susan Dale Barton
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
This paper gives a survey of different methods of prime number testing. Emphasis has been given to algorithms based upon Fermat's Theorem: if p is an odd prime number, then p divides ap-a. All of the computer programs described in this paper have been written for use on microcomputers and so the feasibility of using microcomputers is also discussed. Finally, numbers of various forms have been considered for primality with special attention given to Mersenne and Fermat numbers. It is hoped that some of the information contained in this paper may provide worthwhile enrichment ideas for mathematics educators.
Cluster Analysis For Acid Rain Data In Norway, Ali Ghafourian
Cluster Analysis For Acid Rain Data In Norway, Ali Ghafourian
All Graduate Theses and Dissertations, Spring 1920 to Summer 2023
This paper gives a description of three well known clustering methods, and discusses the advantages and disadvantages of each. Then, the results of these three clustering methods are compared through examining them on a specific set of data.
Newsletter, Moorhead State University, Mathematics Department, Moorhead State University, Mathematics Department
Newsletter, Moorhead State University, Mathematics Department, Moorhead State University, Mathematics Department
Math Department Newsletters
No abstract provided.
Who Gave You The Epsilon? The Origins Of Cauchy's Rigorous Calculus, Judith V. Grabiner
Who Gave You The Epsilon? The Origins Of Cauchy's Rigorous Calculus, Judith V. Grabiner
Pitzer Faculty Publications and Research
This paper recounts the history of how calculus came to get a rigorous basis in terms of the algebra of inequalities. The result is a brief history of the 150 years from Newton and Leibniz to Cauchy that produced the foundations of analysis.
Some Unusual Locus Problems, Stephen B. Maurer , '67
Some Unusual Locus Problems, Stephen B. Maurer , '67
Mathematics & Statistics Faculty Works
No abstract provided.
On Some Deterministic And Stochastic Scheduling Problems., V. Rajendra Prasad Dr.
On Some Deterministic And Stochastic Scheduling Problems., V. Rajendra Prasad Dr.
Doctoral Theses
Scheduling problems are quite common in nature. They arise whenever there is a need to plan the execution of various operations over time. Like many ot her real life problems such as inventories, networks, queues etc. almost all the scheduling problems car be rapresented by appropriate mathematical models. The theory of scheduling is a disciplina which doals with the construction of suitable mathematical models for sche duling problems and their analysis. Scheduling theory came into prominance after Johnson (1954) had published his work on a fiow shop sche duling problem.The current reseu rch work in scheduling thoory can ba classified …
Study Of The Robustness Of Inference Procedures In Linear Models With Specification Errors., Thomas Mathew Dr.
Study Of The Robustness Of Inference Procedures In Linear Models With Specification Errors., Thomas Mathew Dr.
Doctoral Theses
We consid er the poneral lingar nodel Y = X v e, here Y io an nx1 rundor voctor taking valacs in 2, x is an nXu ratrix (the deni gn ratrix), ip an 1X1 vectur uf unknown partro tere varying in R and 1s an nx1 voctor of errors with E(e) = 0 and E(ee') - o2v,o2 boing a positive scalar (known or unknown) and is an nXn non-negative definite Ta trix. It in assurmod that n < n. Such a nodel (also known as the Gauss-Markov nodel) is usually denoted by (Y, Xβ,α2v). he defini tions ot un catinable lincar paranctric function, sinple least squires estimator (SLSE), best linear unbia sed estinator (BLUE), linsar ninir:un bias cstinator (IIMBE) and best Iinear nininum bias estinator (BIIMBE) under the nodel (Y, Xβ,α2v arc we 11. known and we retor to Rao and Mitra (1971, Chaptere 7 and B) for the details.Early contributions towärde estinating linear functionals of β are due to Logenire (i806), Gauss (1609) and Varkov (1912), where attention was concentrated on the case where R(X)= n and V = I, the identity natrix. Aitken (1934) considercd the problen of bost lincar unbianed catiration under the setup vhere R(x) = n and V is any positive definite natrix. Bose (1944) conside the casc where R(X) < n and V = 1, while Rao (1945) genera d this to any positive defini te V. Seal (1967) ives a good histo- rical account of the linear model upto 1935 and Plackott (194 9) givus a shorl histurical nute un the raothori uf Jount aquarce. WEE the covariance atixv is nunaingnlar ilh v is nunainglar . la V known und tiho nXn 15 Lrix X is of tnll ruk, i.c. o? runit n and when fur thor the culca ut the ratri are li orthonor- Lial igenvectcre ut v, tun it is at yasil wririahle fact that ie icontical1 ita its S13. his ract was first pointed aut by Andernon (1948) and nutice of it was lakon soon af ter by Durbir und watecn (1950). Fro thin tire cnards, the problen of deriving necessary and sufficient conditions under which the SISE't are e also corresponiing ELUE a hae received con- siderable attontion, mainly due to the norputationl advantage of the S1.SR over the ILUE. The present work is devoted to the study of the robuatness of cstiration and testiag: prucordarcs in linar codels with in- correct desim und dispersion aaa brices. Betore giving a surary of the probleris considUred we shull prosent a brief rovicw of th 1iterature in this area.A atatonant on vorious noceary anl nfricient ountitionn for the equalily of tha iaa aid correapotsiin BIJRse de by Zyakind (1962) On: of the cunlatiuna ota tod huru 1a that thore exista a nahuut of r udiponveetoro of V that forma banio uf the vector spucu spied by tho colunna of the design ratrix X. A proot thut the cáguvuotur ounition is both neoessary and auf- firient for the correapuiliny HTE arsl SLSE to huve the ae cuvarianeu natri: du oresoutua vdth X n all at ai 7 aonningular hy Ma, maa ant aGuáro (1962).
Some Contribution To The Sampling Theory Using Apriori And Aposteriori Information., Pulakesh Maiti Dr.
Some Contribution To The Sampling Theory Using Apriori And Aposteriori Information., Pulakesh Maiti Dr.
Doctoral Theses
The practice of keeping records on socio-economic aspects etc. in terms of the data from real or actual populations by the States etc. is age old. There are evidences of such practice in India even at about 500 B.C. where the King Courts/Tribe Mecds/Gromini (village Henda) used to keep the records on military force, human population, cattle population, land u se otc. The records were in the form of data on both the quantitotive ond qualitctive character- istics. It is well known thot the Grent Maghul Empire, in ladia, ol so used to keep the records in form of data …
Optimal Strategies Under Superpopulation Models., V. R. Padmawar Dr.
Optimal Strategies Under Superpopulation Models., V. R. Padmawar Dr.
Doctoral Theses
Though the concept of survey sampling is very old and has alvays been in vogue 1t in only during the thirties and forties that a nore syatenatis developnent of the theory of sample surveyo tock place vith the introduction of ideas 1ike sapling without replacenent, probability sapling and stratification. Howovcr, a large nunber of tochniques developad and practiaud during this pariod had nostly edther empirical or intuitive basdo. It usa nuah later that attention vas paid to the purely theörotioal aspect of the dovelepmont of the survey ascipling.The Main problem of sipling tron finite populatian conalata of devising an appropriate …
Some Contributions To Bayes, Minimax And Admissible Decision Rules In One Parameter And Multiparameter Families., Anirban Das Gupta Dr.
Some Contributions To Bayes, Minimax And Admissible Decision Rules In One Parameter And Multiparameter Families., Anirban Das Gupta Dr.
Doctoral Theses
The study of admissible, minimax, and Bayes procedures has been of primary importance ever since the pioneering work of Wald (50). Since early seventies, new directions have been opening up, and not merely new techniques, completely new interpretations and interrelations have come to be known.To prove admissibility of estimates the most commonly used technique is to show that it is extended Bayes and approximate its risk by the risk of the corresponding Bayes estimates. This technique is due to Blyth (51). A sort of conver se result, which cssentially shows that this technique must work for all admissible est imates …
Some Results About Basic Elements, Cancellation And Efficient Generation Of Modules Over Laurent Polynomial Rings., S. Mandal Dr.
Some Results About Basic Elements, Cancellation And Efficient Generation Of Modules Over Laurent Polynomial Rings., S. Mandal Dr.
Doctoral Theses
Unless otherwise stated all rings are assumed to be commutative and Noetherian with finite Krull dimension and modules are finitely generated. There are three related questions in commutative algebra. They are about the existence of unimodular elements in projective modules, cancellation of projective modules and minimal number of generators for finitely generated modules. In particular, determining the minimal number of generators of ideals is also of great interest in this area.In this thesis we shall be concerned with the above questions in the case of Laurent polynomial rings.The thesis consists of three Chapters. The main results are presented in Chapters …
Extension Of Compartmental Parameters To Blocks Of Compartments With Application To Lipoprotein Kinetics, S. M. Grundy, Jerome Eisenfeld
Extension Of Compartmental Parameters To Blocks Of Compartments With Application To Lipoprotein Kinetics, S. M. Grundy, Jerome Eisenfeld
Mathematics Technical Papers - Archive
Suppose that the compartments of a compartmental model are separated into blocks (sets of compartments). In general, the blocks can not be regarded as compartments but it may be possible to construct a "condensation model," the compartments of which correspond to the blocks, in such a fashion so as to retain certain salient properties of the blocks. Condensation is a way of formally summarizing a large model by presenting a smaller one in order to emphasize certain characteristics.of the larger model. Suppose that the parameters to be retained are the mean residence times through the blocks. The paper deals with …
Scs 77: On The Pseudo-Spectrum Of A Continuous Distributive Lattice, Karl Heinrich Hofmann
Scs 77: On The Pseudo-Spectrum Of A Continuous Distributive Lattice, Karl Heinrich Hofmann
Seminar on Continuity in Semilattices
No abstract provided.
Scs 76: The Trace Of The Weak Topology And Of The Γ-Topology Of L^{Op} Coincide On The Pseudo-Meet-Prime Elements Of A Continuous Lattice L, Rudolf-Eberhard Hoffmann
Scs 76: The Trace Of The Weak Topology And Of The Γ-Topology Of L^{Op} Coincide On The Pseudo-Meet-Prime Elements Of A Continuous Lattice L, Rudolf-Eberhard Hoffmann
Seminar on Continuity in Semilattices
No abstract provided.
Homomorphisms For Equidistance Relations, Thomas Q. Sibley
Homomorphisms For Equidistance Relations, Thomas Q. Sibley
Mathematics Faculty Publications
This paper presents necessary and sufficient conditions for the existence of homomorphisms for equidistance relations in terms of the closed subsystems (the Fundamental Theorem of Homomorphisms). Further, it shows that every closed subsystem of a 1-point homogenous equidistance system is a coset of a unique homomorphism. Affine spaces and other incidence geometries can be seen as examples of equidistance systems.
Audio Magazine: Proposed Series Chapter 07 - The Delay Plane And Time Delay Distortion, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 07 - The Delay Plane And Time Delay Distortion, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 7 discusses circuit theory and the Delay Plane.
Audio Magazine: Proposed Series Chapter 03 - Energy, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 03 - Energy, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 3 discusses the partitions of energy to show that the prediction of relation is demonstrable.
Audio Magazine: Proposed Series Chapter 01 - Tds, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 01 - Tds, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 1 introduces Heyser's logic for attempting to find a way to measure the subjective perception of sound.
Audio Magazine: Proposed Series Chapter 05, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 05, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 5 considers the predictions of the new paradigm and discusses the the abilities for operators to commute.
Audio Magazine: Proposed Series Chapter 06 - Measurement And Listening, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 06 - Measurement And Listening, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 6 demonstrates the second prediction of the new paradigm.
Audio Magazine: Proposed Series Chapter 11 - Conclusion, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 11 - Conclusion, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 11 concludes the series and summaries the purpose of this study.
Alternatives In Quantum Theory, Richard C. Heyser
Alternatives In Quantum Theory, Richard C. Heyser
Unpublished Writings
Quantum mechanical descriptions in terms of momentum and position are identified as alternatives under the condition of equal complex-vaulted Lebesgue square integrability. While this does not change any of the formal results obtained in quantum mechanics, it does shed a different interpretive light on the steps that lead up to these results. Instead of being independent, even in concept, momentum and position are identified as being the same thing, merely seen from different views. Neither is required to complement the descriptive capability of the other, since each forms a complete alternative in its own right. Apparent complementarity, as well as …
Audio Magazine: Proposed Series Chapter 09 - Geometry, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 09 - Geometry, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 9 discusses the geometric measuring of sound and the existence of a sound image.
Audio Magazine: Proposed Series Chapter 08 - Stereo Reproduction, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 08 - Stereo Reproduction, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 8 discusses the perceptions of sound through monaural and stereo reproduction.
Audio Magazine: Proposed Series Chapter 02 - Measurement And Listening, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 02 - Measurement And Listening, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 2 discusses the new paradigm, "Principle of Alternatives."
Audio Magazine: Proposed Series Chapter 10 - Analogies, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 10 - Analogies, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. Chapter 10 discusses the philosophy and theory behind audio concepts to explain the purposes behind this study.
Audio Magazine: Proposed Series Chapter 04 - Predictions Of A Paradigm, Richard C. Heyser
Audio Magazine: Proposed Series Chapter 04 - Predictions Of A Paradigm, Richard C. Heyser
Unpublished Writings
Richard C. Heyser prepared this chapter as part of a series originally intended for AUDIO magazine in an effort to find an objective way of dealing with the subjective perception of sound. Through the implementation of the time delay spectrometry (TDS) method, Heyser was able to explore the mathematical analysis of audio and the philosophical principles of audio measurement. In Chapter 4, Heyser proposes a new paradigm of alternatives to expand the analysis capabilities of audio measurement.
A Comparative Study Of Christian Mathematical Realism And Its Humanistic Alternatives, Paul Zwier
A Comparative Study Of Christian Mathematical Realism And Its Humanistic Alternatives, Paul Zwier
ACMS Journal 2004
This paper addresses the growing popularity of views of mathematics that see it primarily as a social entity and that reject Platonism. It contrasts two Christian realist philosophies - those of Alvin Plantinga and Vernon Poythress - with the secular perspective of Philip Davis and Reuben Hersch. It affirms the insight of Davis and Hersch that mathematics is indeed a social entity. However, it argues that belief in God enables a fuller understanding of mathematics - one that accounts for the apparent transcendence of mathematics and its power to explain concepts in the physical world.
Energy States Of Two-Electron Systems Via Bohr Determinism, Donald Greenspan
Energy States Of Two-Electron Systems Via Bohr Determinism, Donald Greenspan
Mathematics Technical Papers - Archive
Correct ground, ionization, and excited states for two-electron systems are deduced deterministically by a direct extension of Bohr's method for hydrogen. The theory incorporates a classical interpretation of electron pairing and requires computer methodology to solve the resulting mathematical equations.