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wrote: Dear Jeffr=y, They could be probability fields themselves, you4k=80.re right. When I first put forward this hypothesis I corresponded with Karl Popper, the philosopher of science, abo=t it and he thought morphic fields sounded like what he called propensity fie=ds, a very similar concept to your pr
ace tension can probably expla=n the form quite adequately. Simple physical explanations like surface tension fail when it comes to leaves although D'Arcy Thompson tried to extend them into the biological r=alm. We are off for Canada tomorro= and away for 2 months on a remote island in BC. I hope still to be in
wrote: Dear Jeffr=y, They could be probability fields themselves, you4o=8040re right. When I first put forward this hypothesis I corresponded with Karl Popper, the philosopher of science, abo=t it and he thought morphic fields sounded EFTA_R1_01560705 EFTA02457133 like what he called propensity fie=ds,
ace tension can probably expla=n the form quite adequately. Simple physical explanations like surface tension fail when it comes to leaves although D'Arcy Thompson tried to extend them into the biological r=alm. We are off for Canada tomorro= and away for 2 months on a remote island in BC. I hope still to be in
o.uk> =rote: Dear =effrey, They could be probability fields =hemselves, you're right. When I first put forward this hypothesis I corresponded with Karl Popper, the philosopher of science, =bout it and he thought morphic fields sounded like what he called propensity =ields, a very similar concept to your pr
sion can probably =xplain the form quite adequately. =/span>Simple physical explanations like surface tension fail when it comes to leaves although D'Arcy Thompson tried to extend them into the biological =ealm. We are off for Canada tomorrow and away for 2 =onths on a remote island in BC. I =ope still to be in
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