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Timestamp:
02/02/12 12:40:37 (12 years ago)
Author:
jabu
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Prvni verze bez vysledku

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  • applications/doprava/texty/novotny_vyzk_LQ/03_RMM/RMM.tex

    r1419 r1424  
    6666V \cite{4_rmm_formalization} je definován jako 
    6767 
    68 $$IM^{(R_i, k )}_{R_j} = RMS_{R_j}^{(R_i, k)}$$, 
     68$$ 
     69  IM^{(R_i, k )}_{R_j} = RMS_{R_j}^{(R_i, k)} \;,  
     70$$ 
    6971 
    7072s parametry $p^{(R_i, k)}_{a^j_l}$ a $P_{R_j}^{(R_i, k)} $. 
     
    99101  \sum_{a^{i+1}_w \in A_{i+1}} ... 
    100102  \sum_{a^n_x \in A_n}  
    101   ( p^{R_i}_{a^1_q} ... p^{R_i}_{a^{i-1}_v} p^{R_i}_{a^{i-1}_w} ...  p^{R_i}_{a^n_x}  u^{R_i}_{ a^1_q ... a^i_m ... a^n_x } ) 
    102   $$, 
     103  ( p^{R_i}_{a^1_q} ... p^{R_i}_{a^{i-1}_v} p^{R_i}_{a^{i-1}_w} ...  p^{R_i}_{a^n_x}  u^{R_i}_{ a^1_q ... a^i_m ... a^n_x } ) \;, 
     104  $$ 
    103105  kde  
    104106  $$ u^{R_i}_{ a^1_q ... a^n_x } $$