![]() ![]() ![]() 19.1).ġ CBCHIGH_CAT1 Category-1 checks passed for CBC high-mass searchĢ CBCHIGH_CAT2 Category-2 and 1 checks passed for CBC high-mass searchģ CBCHIGH_CAT3 Category-3 and 2 and 1 checks passed for CBC high-mass searchĤ CBCHIGH_CAT4 Category-4,3,2,1 checks passed for CBC high-mass searchĥ CBCLOW_CAT1 Category-1 checks passed for CBC low-mass searchĦ CBCLOW_CAT2 Category-2 and 1 checks passed for CBC low-mass searchħ CBCLOW_CAT3 Category-3 and 2 and 1 checks passed for CBC low-mass searchĨ CBCLOW_CAT4 Category-4, veto active for CBC low-mass searchĩ BURST_CAT1 Category-1 checks passed for burst searchġ0 BURST_CAT2 Category-2 and 1 checks passed for burst searchġ1 BURST_CAT3 Category-3 and 2 and 1 checks passed for burst searchġ2 BURST_CAT2E Category-2E and 1 subsecond-event checks passed for burst searchġ3 BURST_CAT3E Category-3E, 2E, 1 subsecond-event checks passed for burst searchġ4 CW_CAT1 Category-1 checks passed for continuous-wave searchġ5 STOCH_CAT1 Category-1 checks passed for stochastic searchġ6 STOCH_CAT2_H1L1 Category-2 and 1 checks passed for stochastic search, H1-L1 combinationġ7 STOCH_CAT2_H2L1 Category-2 and 1 checks passed for stochastic search, H2-L1 combination Let's try an iterative method: we will solve Poisson's equation by turning it into the diffusion equation
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