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Authority search results
Authorized headings		Type of heading	Records
Corporate Names: American Institute of Physics Notes AACR 1 form: American Institute of Physics Information from 678 field, converted July 21, 2018 (Founded 1931) Notes used for/see from: A.I.P. (American Institute of Physics) AIP (American Institute of Physics)	Details	Corporate Name	1 record
Topical Term: Dynamo theory (Cosmic physics) see also: Astrophysics (Broader heading) Geophysics (Broader heading) Magnetohydrodynamics (Broader heading)	Details	Topical Term	1 record
Topical Term: General relativity (Physics) used for/see from: Relativistic theory of gravitation Relativity theory, General see also: Gravitation (Broader heading) Physics (Broader heading) Relativity (Physics) (Broader heading)	Details	Topical Term	2 records
Topical Term: Grand unified theories (Nuclear physics) used for/see from: Grand unification theories (Nuclear physics) GUT (Nuclear physics) Unification of fundamental particle interactions (Nuclear physics) Unified theories see also: Gauge fields (Physics) (Broader heading) Nuclear reactions (Broader heading) Supergravity (Broader heading) Supersymmetry (Broader heading) Unified field theories (Broader heading)	Details	Topical Term	1 record
Uniform Title: Holden-Day series in physics Notes San Francisco Holden-Day f DLC t DLC s DLC Roller, D.E. Physics, c1981- Notes	Details	Uniform Title	1 record
Uniform Title: IOP concise physics Notes Bristol : Institute of Physics Publishing San Rafael, CA : Morgan & Claypool Publishers f DPCC t DPCC s DPCC Print version: ISSN 2054-7307; Online version: ISSN 2053-2571 Thakkar, Ajit J. Quantum chemistry, 2014 : title page verso (A Morgan & Claypool publication as part of IOP Concise Physics) IOP Publishing website, viewed July 02, 2014 : Books page, The collections section (IOP Concise Physics, developed with Morgan & Claypool Publishers...) Notes used for/see from: Institute of Physics Publishing. IOP concise physics Morgan & Claypool Publishers. IOP concise physics Institute of Physics concise physics	Details	Uniform Title	1 record
Uniform Title: Johns Hopkins University/Applied Physics Laboratory series in science and engineering Notes New York Oxford University Press f DLC t DLC s DLC Blum, B. I. Software engineering, 1992: cip ser. t.p. (Johns Hopkins University/Applied Physics Laboratory series in science and engineering) Blum, B.I. Software engineering, 1992: ser. t.p. (The Johns Hopkins University Applied Physics Laboratory series in science and engineering) p. 4 of cover (JHU/APL series in science & engineering) Notes used for/see from: Johns Hopkins University. Applied Physics Laboratory. Johns Hopkins University/Applied Physics Laboratory series in science and engineering JHU/APL series in science & engineering Applied Physics Laboratory series in science and engineering	Details	Uniform Title	1 record
Uniform Title: Manchester physics series Notes Chichester, West Sussex New York Wiley f DLC t items cataloged after Jan. 1, 1981 DLC n items cataloged before Dec. 31, 1980 DLC s DLC Mandl, F. Statistical physics, c1987: CIP ser. t.p. Notes used for/see from: University of Manchester. Physics Department. Manchester physics series	Details	Uniform Title	1 record
Topical Term: Mathematical physics Notes Proof wiki, Oct. 24, 2022 (Mathematical physics is the branch of mathematics concerned with the development of mathematical methods for application to problems in physics.) Mathematical physics, via Duke University Department of Mathematics website, Oct. 24, 2022 (Mathematical physics applies rigorous mathematical ideas to problems inspired by physics; Traditionally mathematical physics has been quite closely associated to ideas in calculus, particularly those of differential equations. In recent years however, in part due to the rise of superstring theory, many more branches of mathematics have become major contributors to physics) Britannica online, Oct. 24, 2022 (mathematical physics, branch of mathematical analysis that emphasizes tools and techniques of particular use to physicists and engineers. It focuses on vector spaces, matrix algebra, differential equations (especially for boundary value problems), integral equations, integral transforms, infinite series, and complex variables. Its approach can be tailored to applications in electromagnetism, classical mechanics, and quantum mechanics) McGraw-Hill concise encyclopedia of physics, ©2002, via TheFreeDictionary website, Oct. 24, 2022 (Mathematical physics: An area of science concerned with the application of mathematical concepts to the physical sciences and the development of mathematical ideas in response to the needs of physics. Historically, the concept of mathematical physics was synonymous with that of theoretical physics. In present-day terminology, however, a distinction is made between the two. Whereas most of theoretical physics uses a large amount of mathematics as a tool and as a language, mathematical physics places greater emphasis on mathematical rigor, and devotes attention to the development of areas of mathematics that are, or show promise to be, useful to physics. The results obtained by pure mathematicians, with no thought to applications, are almost always found to be both useful and effective in formulating physical theories. Mathematical physics forms the bridge between physics as the description of nature and its structure on the one hand, and mathematics as a construction of pure logical thought on the other. This bridge between the two disciplines benefits and strengthens both fields enormously. The methods employed in mathematical physics range over most of mathematics, the areas of analysis and algebra being the most commonly used. Partial differential equations and differential geometry, with heavy use of vector and tensor methods, are of particular importance in the formulation of field theories, and functional analysis as well as operator theory in quantum mechanics. Group theory has become an especially valuable tool in the construction of quantum field theories and in elementary-particle physics. There has also been an increase in the use of general geometrical approaches and of topology. For solution methods and the calculation of quantities that are amenable to experimental tests, of particular prominence are Fourier analysis, complex analysis, variational methods, the theory of integral equations, and perturbation theory.) Wikipedia, Oct. 24, 2022: Mathematical physics (Mathematical physics refers to the development of mathematical methods for application to problems in physics. The Journal of Mathematical Physics defines the field as "the application of mathematics to problems in physics and the development of mathematical methods suitable for such applications and for the formulation of physical theories". An alternative definition would also include those mathematics that are inspired by physics (also known as physical mathematics)) Computational physics (Computational physics is the study and implementation of numerical analysis to solve problems in physics for which a quantitative theory already exists. Historically, computational physics was the first application of modern computers in science, and is now a subset of computational science. It is sometimes regarded as a subdiscipline (or offshoot) of theoretical physics, but others consider it an intermediate branch between theoretical and experimental physics - an area of study which supplements both theory and experiment) Here are entered works on the use of mathematical tools and methods in physics. Works on the use of computers and computational tools and methods in physics are entered under Computational physics. Note under Computational physics Notes used for/see from: Physical mathematics Physics Mathematics see also: Mathematics (Broader heading) Physics (Broader heading)	Details	Topical Term	3 records
Topical Term: Music Acoustics and physics Notes Culver, C.A. Musical acoustics, 1956. Benade, A.H. Fundamentals of musical acoustics, 1976. Notes used for/see from: Music Physics Musical acoustics see also: Physics (Broader heading) Sound (Broader heading) Monochord	Details	Topical Term	3 records
Topical Term: Nuclear physics used for/see from: Atomic nuclei Atoms, Nuclei of Nucleus of the atom see also: Physics (Broader heading)	Details	Topical Term	3 records
Topical Term: Nuclear physics History Notes Record generated for validation purposes. Work cat.: Conoscere Fermi, 2002 Notes	Details	Topical Term	2 records
Uniform Title: Oxford physics series Notes 14 DLC Oxford Oxford Univ. Press f DLC t DLC s DLC Welford, W. T. Optics, 1981. Notes used for/see from: University of Oxford. Oxford physics series	Details	Uniform Title	1 record
Topical Term: Particles (Nuclear physics) used for/see from: Elementary particles (Physics) High energy physics Nuclear particles Nucleons see also: Nuclear physics (Broader heading)	Details	Topical Term	9 records
Topical Term: Physics used for/see from: Natural philosophy Philosophy, Natural see also: Physical sciences (Broader heading) Dynamics	Details	Topical Term	20 records
Topical Term: Physics Laboratory manuals	Details	Topical Term	1 record
Topical Term: Physics Methodology Notes Record generated for validation purposes. Work cat.: An introduction to computational physics, 2006 Notes	Details	Topical Term	1 record
Topical Term: Physics Miscellanea Notes Record generated for validation purposes. Work cat.: Irrelativity, c1997 Notes	Details	Topical Term	1 record