Сидоров Р.А., Казаков Г.В., Стариков А. Ю., Синетова М.А.
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DOI: https://doi.org/
Нахождение общих геометрических параметров для ряда изомеров
\(A-B-\) Mono Di Tri
\(14:0\) \(\Delta9-14:1 \atop \omega5-14:1\) \(\Delta9,12-14:2 \atop \omega2,5-14:2\) -
\(15:0\) \(\Delta9-15:1 \atop \omega6-15:1\) - -
\(16:0\) \(\Delta6-16:1 \atop \omega10-16:1\) \(\Delta6,9-16:2 \atop \omega7,10-16:2\) -
\(\Delta7-16:1 \atop \omega9-16:1\) \(\Delta7,10-16:2 \atop \omega6,9-16:2\) ?
\(\Delta8-16:1 \atop \omega8-16:1\) \(\Delta8,10-16:2 \atop \omega6,8-16:2\) -
\(\Delta9-16:1 \atop \omega7-16:1\) \(\Delta9,12-16:2 \atop \omega4,7-16:2\) \(\Delta9,12,15-16:3\)
\(\Delta9,13-16:2 \atop \omega3,7-16:2\) -
\(\Delta9,14-16:2 \atop \omega2,7-16:2\) -
\(\Delta10-16:1 \atop \omega6-16:1\) - -
\(\Delta11-16:1 \atop \omega5-16:1\) - -
\(\Delta14-16:1 \atop \omega2-16:1\) - -
\(17:0\) \(\Delta9-17:1 \atop \omega8-17:1\) \(\Delta9,12-17:2 \atop \omega5,8-17:2\) \(\Delta9,12,15-17:3\)
\(\Delta10-17:1 \atop \omega7-17:1\) - -
\(18:0\) \(\Delta9-18:1 \atop \omega9-18:1\) \(\Delta5,9-18:2 \atop \omega9,13-18:2\) ?
\(\Delta8,9-18:2 \atop \omega9,10-18:2\) -
\(\Delta9,10-18:2 \atop \omega8,9-18:2\) -
\(\Delta9,11-18:2 \atop \omega7,9-18:2\) ?
\(\Delta9,12-18:2 \atop \omega6,9-18:2\) \(\Delta9,12,15-18:3\)
\(\Delta9,13-18:2 \atop \omega5,9-18:2\) \(\Delta9,13,16-18:3\)
\(\Delta9,14-18:2 \atop \omega4,9-18:2\) -
\(\Delta9,15-18:2 \atop \omega3,9-18:2\) -
\(\Delta9,17-18:2 \atop \omega1,9-18:2\) -
\(\Delta14,17-18:2 \atop \omega1,4-18:2\) -
\(\Delta11-18:1 \atop \omega7-18:1\) - -
\(19:0\) \(\Delta10-19:1 \atop \omega9-19:1\) \(\Delta10,13-19:2 \atop \omega6,9-19:2\) -
\(20:0\) \(\Delta11-20:1 \atop \omega9-20:1\) \(\Delta11,14-20:2 \atop \omega6,9-20:2\) -
Казаков Г.В., Сидоров Р.А.
DOI: DRAFT
Формулы комбинаторики, используемые в моделях расчета триглицеринов.