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22-14-qucosa2-769288 |
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2021 eng |
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|a urn:nbn:de:bsz:14-qucosa2-769288
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|a Drechsel, Dieter
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|a The evolution seen from the angle of quantum physics
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|a Dresden
|b Dieter Drechsel
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|b txt
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|a Online-Ausg.
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|f Sächsische Landesbibliothek – Staats- und Universitätsbibliothek Dresden
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|a In previous publications [1,7] the author described the base rivalry in monotonous DNA sequences and their effect on the DNA repair mechanism. According to this theory, many base building blocks compete for the occupancy of the newly released base site in the replication of monotonous DNA sequences in the elongation phase. This gives them more and more kinetic energy from replication position k to next position. Thus, there is a probability that a tautomeric base pair is formed behind the end of the monotonic sequence because of the tunneling effect. After its replication a different, irreparable base pair develops from the tautomeric base pair, when the rivalry - energy leads to a very strong hydrogen bond. This happens, however, by chance. In the following, we will describe the 3 phenomena: The tunnel probability (section 2), the probability for coming up of a high – energy – base building block (Elitist, section 3),and the combination of both phenomena (section 4). The result of these calculations is the equation (28). It is remarkable that follows from these calculations that the length of the monotonous sequences, and also the length of DNA increases itself in the course of evolution (section 5). (Read up all detailed computations in [7].) [... from introduction]
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|a Base Rivalry
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|a Evolution
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|a Dna-Lengthening
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|q text/html
|u https://nbn-resolving.org/urn:nbn:de:bsz:14-qucosa2-769288
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Drechsel, Dieter |
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Drechsel, Dieter |
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Drechsel, Dieter |
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sid-22-col-qucosa |
contents |
In previous publications [1,7] the author described the base rivalry in monotonous DNA sequences and their effect on the DNA repair mechanism. According to this theory, many base building blocks compete for the occupancy of the newly released base site in the replication of monotonous DNA sequences in the elongation phase. This gives them more and more kinetic energy from replication position k to next position. Thus, there is a probability that a tautomeric base pair is formed behind the end of the monotonic sequence because of the tunneling effect. After its replication a different, irreparable base pair develops from the tautomeric base pair, when the rivalry - energy leads to a very strong hydrogen bond. This happens, however, by chance. In the following, we will describe the 3 phenomena: The tunnel probability (section 2), the probability for coming up of a high – energy – base building block (Elitist, section 3),and the combination of both phenomena (section 4). The result of these calculations is the equation (28). It is remarkable that follows from these calculations that the length of the monotonous sequences, and also the length of DNA increases itself in the course of evolution (section 5). (Read up all detailed computations in [7].) [... from introduction] |
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500 - Natural sciences and mathematics |
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530 - Physics |
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530 - Physics |
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DE-105, DE-Gla1, DE-Brt1, DE-D161, DE-540, DE-Pl11, DE-Rs1, DE-Bn3, DE-Zi4, DE-Zwi2, DE-D117, DE-Mh31, DE-D275, DE-Ch1, DE-15, DE-D13, DE-L242, DE-L229, DE-L328 |
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Drechsel, Dieter, The evolution seen from the angle of quantum physics, Dresden Dieter Drechsel, txt, nc, Online-Ausg. 2021 Online-Ressource (Text) Sächsische Landesbibliothek – Staats- und Universitätsbibliothek Dresden, In previous publications [1,7] the author described the base rivalry in monotonous DNA sequences and their effect on the DNA repair mechanism. According to this theory, many base building blocks compete for the occupancy of the newly released base site in the replication of monotonous DNA sequences in the elongation phase. This gives them more and more kinetic energy from replication position k to next position. Thus, there is a probability that a tautomeric base pair is formed behind the end of the monotonic sequence because of the tunneling effect. After its replication a different, irreparable base pair develops from the tautomeric base pair, when the rivalry - energy leads to a very strong hydrogen bond. This happens, however, by chance. In the following, we will describe the 3 phenomena: The tunnel probability (section 2), the probability for coming up of a high – energy – base building block (Elitist, section 3),and the combination of both phenomena (section 4). The result of these calculations is the equation (28). It is remarkable that follows from these calculations that the length of the monotonous sequences, and also the length of DNA increases itself in the course of evolution (section 5). (Read up all detailed computations in [7].) [... from introduction], Base Rivalry, Evolution, Dna-Lengthening, text/html https://nbn-resolving.org/urn:nbn:de:bsz:14-qucosa2-769288 Online-Zugriff |
spellingShingle |
Drechsel, Dieter, The evolution seen from the angle of quantum physics, In previous publications [1,7] the author described the base rivalry in monotonous DNA sequences and their effect on the DNA repair mechanism. According to this theory, many base building blocks compete for the occupancy of the newly released base site in the replication of monotonous DNA sequences in the elongation phase. This gives them more and more kinetic energy from replication position k to next position. Thus, there is a probability that a tautomeric base pair is formed behind the end of the monotonic sequence because of the tunneling effect. After its replication a different, irreparable base pair develops from the tautomeric base pair, when the rivalry - energy leads to a very strong hydrogen bond. This happens, however, by chance. In the following, we will describe the 3 phenomena: The tunnel probability (section 2), the probability for coming up of a high – energy – base building block (Elitist, section 3),and the combination of both phenomena (section 4). The result of these calculations is the equation (28). It is remarkable that follows from these calculations that the length of the monotonous sequences, and also the length of DNA increases itself in the course of evolution (section 5). (Read up all detailed computations in [7].) [... from introduction], Base Rivalry, Evolution, Dna-Lengthening |
title |
The evolution seen from the angle of quantum physics |
title_auth |
The evolution seen from the angle of quantum physics |
title_full |
The evolution seen from the angle of quantum physics |
title_fullStr |
The evolution seen from the angle of quantum physics |
title_full_unstemmed |
The evolution seen from the angle of quantum physics |
title_short |
The evolution seen from the angle of quantum physics |
title_sort |
the evolution seen from the angle of quantum physics |
title_unstemmed |
The evolution seen from the angle of quantum physics |
topic |
Base Rivalry, Evolution, Dna-Lengthening |
topic_facet |
Base Rivalry, Evolution, Dna-Lengthening |
url |
https://nbn-resolving.org/urn:nbn:de:bsz:14-qucosa2-769288 |
urn |
urn:nbn:de:bsz:14-qucosa2-769288 |
work_keys_str_mv |
AT drechseldieter theevolutionseenfromtheangleofquantumphysics |