• from the data -- more "intelligent" ufo behaviour

    From MrPostingRobot@kymhorsell.com@1:229/2 to All on Tuesday, December 15, 2020 09:53:50
    XPost: alt.ufo.reports

    In a prev post I looked at what the data shows about ufo sighting
    distribution across the US vis a vis military bases.

    It seems sighting density (e.g. per mn capita local pop) drops off in
    areas with more army bases, but drops off even more in regions with
    lots of AF bases.

    Kinda rational behavior, you might think.

    In a doc under prep for my UFO website I break that data down by UFO
    type ("shape") -- something that might suggest which kind of sightings
    respond most to presence of military bases and which least.

    This may indicate which of the core sightings that corresp to the kind
    of "aerial vehicles" seen hovering over the Pentagon or buzzing around
    nr carrier groups off the Cal coast believe they are best armed or
    armored and which least.

    We can also presume some kinds of vehicles are more disposable that
    others as far as (whatever/whomever) are concerned.

    But today I want to look at data that might suggest how the UAP see us.

    If UAP drop off near military bases, is the drop off linear with
    distance, the square of the distance or what?

    The form of the function can give us clues what UAP are likely avoiding.

    If they don't want to tangle with military aircraft -- whether they can
    easily out-perform or suddenly go radar invisible or not -- then the
    flight time from the air base to current position should appear in the function. I.e. the sighting density should fall off around 1/r.

    If the UAP are concerned about e.g. running into regular patrols then
    maybe the density function will drop off as 1/r^2.

    If we screw around enough with the numbers can we figure out which?
    Or do we get a surprising result?

    First off we have to calculate the "sighting density" for each region.
    The US is by happy coincidence a gold mine to data scientists because
    it's divided up into well-documented states.

    So we can take e.g. the NUFORC data and chop it up into number of
    sightings since 1900 per mn capita of current state population. I
    also tend to adjust the numbers to account for "weekday correlations"
    that seem to indicate people are WAY more likely to see something
    later in the week than earlier in the week. Sat is often the favored
    date for sightings and Mon the least favored. For some reason. ;)

    Dropping in all these adjustments I get the following sighting density
    for each state:

    State Sightings 1900-2020 per mn (current) state pop
    AK 828.4
    AL 234.6
    AR 276.7
    AZ 522.8
    CA 337.8
    CO 461.0
    CT 482.7
    DE 385.6
    FL 366.9
    GA 204.5
    HI 388.8
    IA 310.3
    ID 686.0
    IL 283.6
    IN 302.5
    KS 328.9
    KY 302.5
    LA 199.7
    MA 357.6
    MD 263.2
    ME 774.6
    MI 331.0
    MN 390.0
    MO 392.6
    MS 205.9
    MT 861.9
    NC 280.7
    ND 290.2
    NE 280.9
    NV 436.5
    NY 256.4
    OH 385.3
    OK 274.5
    OR 699.9
    PA 392.3
    RI 639.0
    SC 494.0
    SD 447.4
    TN 273.7
    TX 170.7
    UT 431.9
    VA 288.9
    VT 927.1
    WA 731.9
    WI 396.1
    WV 430.3
    WY 528.6

    (Interestingly you can see density increases north and toward the
    E&W coasts, particularly the Pacific, indicating perhaps the "source" of
    some chunk of UFO's is the Arctic ocean. There are quite a bit of data that point in similar direction).

    We can now take the distribution of military bases state by state to
    produce a theoretical sighting density function based on UFO's trying
    to optimize the threat they might perceive from (whatever) associated
    with those bases.

    I.e. we assume
    sightingDensity(state) =
    A
    - B * sum(overStates) #airbases/dist^r
    - C * sum(overStates) #armybases/dist^r

    IOW the sighting density for a given state tends to be uniform over
    the entire US apart from subtractions related to perceived threats
    from air and army bases in all other states.

    We then need to run a bunch of models varying "r" and see which is "best".

    How well does the model fit and what does it say about the UAP?

    Here's part of the summary output from my model runs:


    "r" R2 of model ("explanation power" == proportion of variation
    covered by the model)
    0.549 0.56256 <-best model
    0.578 0.56202
    0.583 0.56179
    0.584 0.56174
    0.510 0.56138
    0.608 0.56010
    0.438 0.55405
    0.430 0.55287
    0.429 0.55272
    0.669 0.55184
    0.707 0.54372
    0.374 0.54291
    0.314 0.52944
    ...
    2.900 0.15629
    2.956 0.15597
    2.972 0.15588
    2.974 0.15587
    2.982 0.15583 <-worst model


    It seems the BEST model has an r approx the sqrt of the distance!
    Certainly r==1 (UAP avoiding intercept from scrambled military
    aircraft) and r==2 (UAP avoiding daily air patrols) are nowhere near
    as good as r ~= .6.

    (The relatively high R2 suggests the proportion of sightings of
    random lights-in-the-sky and other flying knickknacks may be much
    higher than the estimated "10% of sightings are interesting").

    But what the heck does r ~= .6 indicate the UAP are avoiding?

    What kind of thing maybe travels over a distance according to the sqrt
    of the distance?

    One possibility: a continuously accelerating missile.

    We've seen some well-documented cases of UAP zipping around pulling
    40g turns and supercruising at 100 ft at 1 km/s. But some missiles go
    (last time I was in school) at 1.5 km/s and tend to start slow and
    just keep accelerating until they hit something.

    So it seems the UAP are being defensive. Despite apparent super air
    performance and super stealth capability, they are mostly avoiding air
    bases and apparently mostly concerned about being bothered by g2a missiles.

    Again, it's probably instructive to break this calculation down by
    sighting type. Do the triangles behave more defensive than the cylinders?

    I'll leave that as an exercise for the energetic reader.

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