MULTIPARTITE RAMSEY NUMBERS FOR PATHS
Ramsey (1930) introduced a theory concerning the finding of a procedure to determine the consistency of given logical formulas. The theory is known as Ramsey theory. ErdAos and Szekeres (1935), then, applied this theory into graphs. Ramsey theory has some applications in mathematics, information the...
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id-itb.:127002017-09-27T15:45:36ZMULTIPARTITE RAMSEY NUMBERS FOR PATHS SY (NIM: 30104003), SYAFRIZAL Indonesia Dissertations INSTITUT TEKNOLOGI BANDUNG https://digilib.itb.ac.id/gdl/view/12700 Ramsey (1930) introduced a theory concerning the finding of a procedure to determine the consistency of given logical formulas. The theory is known as Ramsey theory. ErdAos and Szekeres (1935), then, applied this theory into graphs. Ramsey theory has some applications in mathematics, information theory, computation, and economics (Espino, 2004). In mathematics, besides graph theory, Ramsey theory also has grown and expanded in number theory, algebra, geometry, topology, harmonic analysis, metric space, and ergodic theory (Rosta, 2004). <br /> text |
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Ramsey (1930) introduced a theory concerning the finding of a procedure to determine the consistency of given logical formulas. The theory is known as Ramsey theory. ErdAos and Szekeres (1935), then, applied this theory into graphs. Ramsey theory has some applications in mathematics, information theory, computation, and economics (Espino, 2004). In mathematics, besides graph theory, Ramsey theory also has grown and expanded in number theory, algebra, geometry, topology, harmonic analysis, metric space, and ergodic theory (Rosta, 2004). <br />
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SY (NIM: 30104003), SYAFRIZAL |
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SY (NIM: 30104003), SYAFRIZAL MULTIPARTITE RAMSEY NUMBERS FOR PATHS |
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SY (NIM: 30104003), SYAFRIZAL |
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SY (NIM: 30104003), SYAFRIZAL |
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MULTIPARTITE RAMSEY NUMBERS FOR PATHS |
title_short |
MULTIPARTITE RAMSEY NUMBERS FOR PATHS |
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MULTIPARTITE RAMSEY NUMBERS FOR PATHS |
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MULTIPARTITE RAMSEY NUMBERS FOR PATHS |
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MULTIPARTITE RAMSEY NUMBERS FOR PATHS |
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multipartite ramsey numbers for paths |
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https://digilib.itb.ac.id/gdl/view/12700 |
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