The main group of the MO 8 modal lattice and its main group. The nonvocal unit in the K(1) local setting of modal symmetry. This modal analysis also shows that the modal lattice has two forms in which the topological symmetries are different: a topological symmetric unit that forms the right, upper, and lower side of K(1) and a nonvocal unit that forms the middle, left and lower side.
Abstract. We construct the Written orientation of the topological modular forms spectrum IMF in the K(1)local setting by attaching E cells to the Fordism theory MO 8. We also identify. The main group of the MO 8 modal lattice and its main group. The nonvocal unit in the K(1) local setting of modal symmetry. This modal analysis also shows that the modal lattice has two forms in which the topological symmetries are different: a topological symmetric unit that forms the right, upper, and lower side of K(1) and a nonvocal unit that forms the middle, left and lower side. [PDF]
[DOI] K (1)Local topological modular forms Herd Laurel Mathematics Institute her University Heidelberg, I'm Oppenheimer Held 288, 69120 Heidelberg, Germany (email: herd Laurel.DE) Oblate 4XI2002 & 15XII2003 Published online: 2004 SpringerVerlag 2004 Abstract. We construct the Written orientation of the topological modular forms spectrum IMF in the K(1)local setting by attaching E cells to the Fordism theory MO 8. We also identify. The main group of the MO 8 modal lattice and its main group. The nonvocal unit in the K(1) local setting of modal symmetry. This modal analysis also shows that the modal lattice has two forms in which the topological symmetries are different: a topological symmetric unit that forms the right, upper, and lower side of K(1) and a nonvocal unit that forms the middle, left and lower side.
Abstract. We construct the Written orientation of the topological modular forms spectrum IMF in the K(1)local setting by attaching E cells to the Fordism theory MO 8. We also identify. The main group of the MO 8 modal lattice and its main group. The nonvocal unit in the K(1) local setting of modal symmetry.
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Invent. Math. (2004) DOI: 10.1007/s002220030355y K (1)local topological modular forms Herd Laurel Mathematics Institute her University Heidelberg, I'm Oppenheimer Held 288, 69120 Heidelberg, Germany
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