A Blaricum Topology for Brouwer by Dirk van Dalen

By Dirk van Dalen

Does your native land have any mathematical vacationer points of interest equivalent to statues, plaques, graves, the cafd the place the recognized conjecture used to be made, the table the place the recognized initials are scratched, birthplaces, homes, or memorials? have you ever encountered a mathematical sight in your travels? if that is so, we invite you to undergo this column an image, an outline of its mathematical importance, and both a map or instructions in order that others may possibly keep on with on your tracks.

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T273. T274. T275. T276. T277. T278. T279. T280. T281. T282. T283. T284. T285. T286. T287. T288. T289. T290. T291. T292. [a,b]:a C b. ex(b). ac b. ex(anb). acb. ex(b). ex(aub). = :ex(a). ex(b). [a]: ~(ex(N(a))). aoV. [a,b]: ~(ex(a)). aubob. -----'(a). BEa. AEB. BEa. AEB. ac b. -----'(a). [a]: ~(ex(a)). -----'(a). -----'(A). AEB. -----'(a). c. c. [A,a]:AEa. -----'(A). -----'(a). = :[b,c]:b c a. ~ (b c c). a c b. -----'(a). = :[b]:b C a. a C b. [A]:AEV. -----'(A). [A,B]:A = B. BEA. B=A. [A,a]:AEN(a).

T290. T291. T292. [a,b]:a C b. ex(b). ac b. ex(anb). acb. ex(b). ex(aub). = :ex(a). ex(b). [a]: ~(ex(N(a))). aoV. [a,b]: ~(ex(a)). aubob. -----'(a). BEa. AEB. BEa. AEB. ac b. -----'(a). [a]: ~(ex(a)). -----'(a). -----'(A). AEB. -----'(a). c. c. [A,a]:AEa. -----'(A). -----'(a). = :[b,c]:b c a. ~ (b c c). a c b. -----'(a). = :[b]:b C a. a C b. [A]:AEV. -----'(A). [A,B]:A = B. BEA. B=A. [A,a]:AEN(a). ~. ~(A = a). ' . BEa. -----'(a). [A,B]:A = B. B. AEa. A = B. A = B. AEa. [A,B]:A = B. A c B. [A,B]:A = B.

T553. T554. T555. T556. T557. D57. T558. T559. T560. T561. T562. T563. T564. T565. T566. T567. T568. q>(CB). C =A. [A,B,q>]: :A = --+( q> )(B). == ... q>(AB) ... [C]:q>(CB). C = A. [A,B,q>]: :A= --+(q»(B). q>(CB). C = A. [A,B,q>]:AE+-( q> )(B). q>(BA). [A,B,q>]:AE--+(cnr{q>f )(B). AE+-(q»(B). [A,B,q>]:AE+-(q»(B). q>(BA). [A,B,q>]:AE+- (q> )(B). BEB. [B,q>]:--+(cnr{ q>f )(B)o +-( q> )(B). [B,q>]:+- (q> )(B)o --+(cnr {q> n(B). A = +-(q»(B). A = --+(Cnr{q>f )(B). [A,B,q>]:A = --+(Cnr{q>f )(B). A = +-(q»(B).

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