| Judul | Introduction to Mathematical Modeling and Computer Simulations / Vladimir Mityushev; Wojciech Nawalaniec; Natalia Rylko |
| Pengarang | Mityushev, Vladimir Nawalaniec, Wojciech Rylko, Natalia |
| Penerbitan | New York : CRC Press, 2018 |
| Deskripsi Fisik | 25p. :ill |
| ISBN | 978-1-315-27724-0 |
| Subjek | MATHEMATICAL MODELS COMPUTER SIMULATION |
| Catatan | Mathematical Modeling describes a process and an object by use of the mathematical language. A process or an object is presented in a “pure form” in Mathematical Modeling when external perturbations disturbing the study are absent. Computer simulation is a natural continuation of the Mathematical Modeling. Computer simulation can be considered as a computer experiment which corresponds to an experiment in the real world. Such a treatment is rather related to numerical simulations. Symbolic simulations yield more than just an experiment. They can be considered as a transformation of a mathematical model by computer, since symbolic simulations keep parameters of the model in symbolic form that corresponds to a set of actual experiments. One can obtain numerical results as in actual experiments only after substitutions of the symbolic parameters with the numerical data. Therefore, symbolic simulations complete the mathematical model and embrace actual experiments. |
| Bentuk Karya | Tidak ada kode yang sesuai |
| Target Pembaca | Tidak ada kode yang sesuai |
| Lokasi Akses Online |
https://oer.unair.ac.id/files/original/22ff6aeab90d85daede8d1ed004a4346.pdf |
| No Barcode | No. Panggil | Akses | Lokasi | Ketersediaan |
|---|
| Tag | Ind1 | Ind2 | Isi |
| 001 | INLIS000000000161835 | ||
| 005 | 20250519121338 | ||
| 007 | ta | ||
| 008 | 250519################|##########|#|## | ||
| 020 | # | # | $a 978-1-315-27724-0 |
| 035 | # | # | $a 0010-0525000607 |
| 082 | # | # | $a 519.6 |
| 084 | # | # | $a 519.6 Mit i |
| 100 | 0 | # | $a Mityushev, Vladimir |
| 245 | 1 | # | $a Introduction to Mathematical Modeling and Computer Simulations /$c Vladimir Mityushev; Wojciech Nawalaniec; Natalia Rylko |
| 260 | # | # | $a New York :$b CRC Press,$c 2018 |
| 300 | # | # | $a 25p. : $b ill |
| 505 | # | # | $a Mathematical Modeling describes a process and an object by use of the mathematical language. A process or an object is presented in a “pure form” in Mathematical Modeling when external perturbations disturbing the study are absent. Computer simulation is a natural continuation of the Mathematical Modeling. Computer simulation can be considered as a computer experiment which corresponds to an experiment in the real world. Such a treatment is rather related to numerical simulations. Symbolic simulations yield more than just an experiment. They can be considered as a transformation of a mathematical model by computer, since symbolic simulations keep parameters of the model in symbolic form that corresponds to a set of actual experiments. One can obtain numerical results as in actual experiments only after substitutions of the symbolic parameters with the numerical data. Therefore, symbolic simulations complete the mathematical model and embrace actual experiments. |
| 650 | # | # | $a COMPUTER SIMULATION |
| 650 | # | # | $a MATHEMATICAL MODELS |
| 700 | 0 | # | $a Nawalaniec, Wojciech |
| 700 | 0 | # | $a Rylko, Natalia |
| 856 | # | # | $a https://oer.unair.ac.id/files/original/22ff6aeab90d85daede8d1ed004a4346.pdf |
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