Knowledge (XXG)

Dynamics of Markovian particles

Source 📝

187: 22: 228: 221: 257: 65: 32: 214: 247: 47: 172: 43: 105:
conceived as a physical entity; e.g. the particle moves because there is a transition probability acting on it.
252: 98: 155:; this might be looked upon as a contribution to the old and ongoing discussion of the relation between 152: 113: 194: 94: 160: 102: 90: 136: 198: 241: 173:
Bergner—DMP, a kinetics of macroscopic particles in open heterogeneous systems
117: 148: 124:
appears nowhere (e.g. a concept such as flow of "substance" is not expressed as
186: 156: 144: 132: 109: 121: 86: 50:. Statements consisting only of original research should be removed. 125: 140: 131:
Although primitive, DMP has been applied for solving a classic
15: 101:. It can be looked upon as an application of the notion of 128:
per time unit but as number of particles per time unit).
108:
Two particular features of DMP might be noticed: (1) an
202: 39: 151:derivation of the fundamental physical principle: 147:. The theory has also been applied for a purely 222: 8: 229: 215: 120:, and (2) the classic notion of geometric 66:Learn how and when to remove this message 7: 183: 181: 201:. You can help Knowledge (XXG) by 14: 185: 20: 79:Dynamics of Markovian particles 1: 112:-like relation between the 46:the claims made and adding 274: 180: 258:Classical mechanics stubs 197:–related article is a 116:and the corresponding 135:of the absorption of 99:heterogeneous systems 248:Dynamics (mechanics) 153:conservation of mass 85:) is the basis of a 195:classical mechanics 161:probability theory 114:motion of particle 103:stochastic process 31:possibly contains 210: 209: 76: 75: 68: 33:original research 265: 231: 224: 217: 189: 182: 71: 64: 60: 57: 51: 48:inline citations 24: 23: 16: 273: 272: 268: 267: 266: 264: 263: 262: 238: 237: 236: 235: 178: 169: 72: 61: 55: 52: 37: 25: 21: 12: 11: 5: 271: 269: 261: 260: 255: 250: 240: 239: 234: 233: 226: 219: 211: 208: 207: 190: 176: 175: 168: 165: 74: 73: 28: 26: 19: 13: 10: 9: 6: 4: 3: 2: 270: 259: 256: 254: 253:Markov models 251: 249: 246: 245: 243: 232: 227: 225: 220: 218: 213: 212: 206: 204: 200: 196: 191: 188: 184: 179: 174: 171: 170: 166: 164: 162: 158: 154: 150: 149:probabilistic 146: 142: 138: 134: 129: 127: 123: 119: 115: 111: 106: 104: 100: 96: 92: 88: 84: 80: 70: 67: 59: 56:December 2010 49: 45: 41: 35: 34: 29:This article 27: 18: 17: 203:expanding it 192: 177: 130: 118:steady state 107: 82: 78: 77: 62: 53: 30: 242:Categories 40:improve it 95:particles 44:verifying 145:mollusks 97:in open 91:kinetics 167:Sources 157:physics 143:and by 137:mercury 133:paradox 110:ergodic 38:Please 126:liters 122:volume 87:theory 193:This 199:stub 159:and 141:fish 89:for 139:by 93:of 83:DMP 42:by 244:: 163:. 230:e 223:t 216:v 205:. 81:( 69:) 63:( 58:) 54:( 36:.

Index

original research
improve it
verifying
inline citations
Learn how and when to remove this message
theory
kinetics
particles
heterogeneous systems
stochastic process
ergodic
motion of particle
steady state
volume
liters
paradox
mercury
fish
mollusks
probabilistic
conservation of mass
physics
probability theory
Bergner—DMP, a kinetics of macroscopic particles in open heterogeneous systems
Stub icon
classical mechanics
stub
expanding it
v
t

Text is available under the Creative Commons Attribution-ShareAlike License. Additional terms may apply.