KTHNY theory
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KTHNY theory
Summary
KTHNY theory is a mathematical model[1]. It draws 21 Wikipedia views per month (mathematical_model category, ranking #57 of 75).[2]
Key Facts
- KTHNY theory's image is recorded as Strukturfaktor.png[3].
- KTHNY theory's instance of is recorded as mathematical model[4].
- Michael Kosterlitz is named after KTHNY theory[5].
- David J. Thouless is named after KTHNY theory[6].
- Bertrand Halperin is named after KTHNY theory[7].
- David Robert Nelson is named after KTHNY theory[8].
- Allan Peter Young is named after KTHNY theory[9].
- KTHNY theory's defining formula is recorded as H_{loc}=-{\frac {a^{2}Y}{8\pi }}\sum {k\neq l}{\Big [}{\vec {b}}({\vec {r}}{k})\cdot {\vec {b}}({\vec {r}}{l})\ln {\frac {\Delta {\vec {r}}{k,l}}{a}}-{\frac {[{\vec {b}}({\vec {r}}{k})\cdot \Delta {\vec {r}}{k,l}][{\vec {b}}({\vec {r}}{l})\cdot \Delta {\vec {r}}{k,l}]}{\Delta r_{i,j}^{2}}}{\Big ]}+E_{c}\cdot N_{loc}[10].
- KTHNY theory's Google Knowledge Graph ID is recorded as /g/11gfnbqdws[11].
- KTHNY theory's schematic is recorded as Youngs modulus in KTHNY.svg[12].
- KTHNY theory's schematic is recorded as Franks constant in KTHNY.svg[13].
Body
Designation and Status
KTHNY theory's instance of is recorded as mathematical model[4].
History and Context
Things named after include Michael Kosterlitz[5], a physicist[14], b. 1943[15], of United Kingdom[16], awarded the Nobel Prize in Physics[17], specialised in physicist[18]; David J. Thouless[6], a physicist[19], 1934–2019[20], of United Kingdom[21], awarded the Fellow of the Royal Society[22], specialised in nuclear physics[23]; Bertrand Halperin[7], a physicist[24], b. 1941[25], of United States[26], awarded the Oliver E. Buckley Condensed Matter Prize[27]; David Robert Nelson[8], a physicist[28], b. 1951[29], of United States[30], awarded the Guggenheim Fellowship[31], specialised in applied physics[32]; and Allan Peter Young[9], a physicist[33], b. 1948[34], awarded the Maxwell Medal and Prize[35].
Why It Matters
KTHNY theory draws 21 Wikipedia views per month (mathematical_model category, ranking #57 of 75).[2]