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 Übersetzung für 'Morse theory' von Englisch nach Deutsch
math.
Morse theory
Morsetheorie {f}
4 Wörter
math.
Kelley-Morse set theory <KM set theory>
Kelley-Morse-Mengenlehre {f} [selten] [Morse-Kelley-Mengenlehre]
math.
Morse-Kelley set theory <MK set theory>
Morse-Kelley-Mengenlehre {f} <MK-Mengenlehre>
Teiltreffer
Morse codeMorsealphabet {n}
Morse (code)Morsealphabet {n}
Morse dashMorsestrich {m}
tech.
Morse taper
Morsekonus {m}
Morse signalMorsezeichen {n}
telecom.
Morse dot
Morsepunkt {m}
Morse codeMorseschrift {f}
telecom.
Morse telegraphy
Morsetelegrafie {f}
Morse spaceZwischenraum {m} zwischen Morsezeichen
RadioTVF
Inspector Morse
Inspektor Morse, Mordkommission Oxford
Morse codeMorsecode {m}
math.
Morse function
Morsefunktion {f}
phys.
Morse potential
Morse-Potential {n}
Morse characterMorsezeichen {n}
Morse keyMorsetaste {f}
telecom.
Morse telegraphy
Morsetelegraphie {f}
Morse lampMorselampe {f}
tech.
morse code trainer
Morseübungs­gerät {n}
telecom.
international Morse code
internationales Morse-Alphabet {n}
telecom.
to send Morse code
morsen
23 Übersetzungen
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Anwendungsbeispiele Englisch
  • The first clear general statements were given by Marston Morse in the 1920s and 1930s, leading to what is now known as Morse theory.
  • Combinatorial analogs of concepts and methods in topology are used to study graph coloring, fair division, partitions, partially ordered sets, decision trees, necklace problems and discrete Morse theory.
  • Smale is also known for injecting Morse theory into mathematical economics, as well as recent explorations of various theories of computation.
  • Handlebodies play an important role in Morse theory, cobordism theory and the surgery theory of high-dimensional manifolds.
  • Assuming smoothness the existence of a Heegaard splitting also follows from the work of Smale about handle decompositions from Morse theory.

  • could possess (this should be compared with the result in Morse theory that shows that the sum of the Betti numbers is a lower bound for the number of critical points of a Morse function).
  • The classification of symplectic manifolds is done via Floer homology—this is an application of Morse theory to the action functional for maps between Lagrangian submanifolds.
  • However, more can be said from the point of view of Morse theory.
  • Atiyah and R. Bott used Morse theory and the Yang–Mills equations over a Riemann surface to reproduce and extending the results of Harder and Narasimhan.
  • In mathematics, specifically in differential topology, Morse theory enables one to analyze the topology of a manifold by studying differentiable functions on that manifold.

  • He studied the homotopy theory of Lie groups, using methods from Morse theory, leading to the Bott periodicity theorem (1957).
  • on Morse theory, [...] found another proof, using Deligne's "l"-adic Fourier transform, which allowed him to simplify Deligne's proof by avoiding the use of the method of Hadamard and de la Vallée Poussin.
  • Floer homology, based on Witten's Morse theory ideas; for the case when the boundary conditions are over the interval instead of being periodic, the path initial and end-points lie on two fixed Lagrangian submanifolds.
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