The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity
0 sources
Summary
The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity is a doctoral thesis[1].
Key Facts
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity authored Chris Stevens[2].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's instance of is recorded as doctoral thesis[3].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity was published by OUR Archive[4].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's language of work or name is recorded as English[5].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's country of origin is recorded as New Zealand[6].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity was published on 2016[7].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is general relativity[8].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is gravity[9].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is mathematical physics[10].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is black hole[11].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is numerical relativity[12].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is initial value problem[13].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is Newman–Penrose formalism[14].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's main subject is Einstein field equations[15].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's work available at URL is recorded as https://ourarchive.otago.ac.nz/handle/10523/6852[16].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's title is recorded as The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity[17].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's copyright holder is recorded as Chris Stevens[18].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's thesis submitted to is recorded as University of Otago[19].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's on focus list of Wikimedia project is recorded as NZThesisProject[20].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's copyright status is recorded as copyrighted[21].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's thesis committee member is recorded as Jörg Frauendiener[22].
- The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's thesis submitted for degree is recorded as Doctor of Philosophy[23].
Body
Designation and Status
The Numerical Initial Boundary Value Problem for the Generalised Conformal Field Equations in General Relativity's instance of is recorded as doctoral thesis[3].