This is what perfect timing and confidence look like. ๐
One of the most beautiful circus moments Iโve ever seen. โค๏ธ
I could watch this all day.
30 YEARS OF MUSICโฆ TIME TO SAY THANK YOU! ๐ถโค๏ธ๐ฟ๐ผ
This afternoon i had the greatest pleasure of handing over 10 Toyota Aqua's to members of ALECK MACHESO'S band ORCHESTRA MBERIKWAZVO...๐๐ถโค๏ธ This is a band that has spent almost THREE DECADES entertaining Zimbabweans, producing timeless music and creating unforgettable memories for generations of fans. Such remarkable consistency, loyalty and dedication to our music industry deserves to be recognised and celebrated. Behind every great artist is a committed team, and these men and women have stood together through the years, travelling countless kilometres and giving us exceptional entertainment.
I am reliably informed that the band comprises of 25 MEMBERS in total so to the remaining 15 members, thank you for your patience YOUR TIME IS NOW. Please go and see MADZIBABA CHIPAGA and give him your registration details your 15 TOYOTA AQUAS are fully paid for and will be ready for collection in NOT MORE THAN 10 DAYS. ๐๐ฅ In addition, the remaining 15 BAND MEMBERS will each also receive US$2,000 CASH as a small token of appreciation for your dedication and contribution to Zimbabwean music. ๐ต๐๐ฝ
Continue entertaining us, continue working together and continue supporting the legendary ALECK MACHESO in preserving and growing this incredible musical legacy. Almost 30 years together is no small achievement. We appreciate you, we celebrate you and we wish the entire band many more successful years on stage.
KEEP THE MUSIC PLAYINGโฆGOD BLESS YOU ALL. ๐๐ฝโค๏ธ๐ถ
๐ฟ๐ผ ZIMBABWEAN AUDACITY. SMALL COUNTRY. OUTSIZED INTELLECTUAL PUNCH.
Underestimate Zimbabwean intellectual power at your own peril.
For a small African nation, Zimbabwe has produced generations of formidable scientists and mathematicians whose work has reached the frontiers of human knowledge.
This is not borrowed brilliance.
It is homegrown and world-class.
__________________________
For example, we didn't just learn advanced mathematics - one of ours helped change where it could be used. ๐ฟ๐ผ
Professor Heneri Amos Murima Dzinotyiweyi attacked a very hard problem:
Can powerful harmonic analysis survive when reversibility disappears?
Classical theory was strongest on groups, where operations have inverses. Dzinotyiweyi pushed into semigroups, where they may not.
His breakthrough was concrete.
He established conditions under which certain topological semigroups could be embedded into locally compact groups - giving mathematicians a rigorous bridge to bring powerful tools of group theory and harmonic analysis into less structured systems.
He then advanced convolution, measure algebras, absolutely continuous measures and invariant means on semigroups.
In effect:
He helped move the boundary of harmonic analysis beyond reversible mathematical structures.
Why does that matter?
Semigroup mathematics is fundamental to understanding systems that evolve with time - diffusion, differential equations, dynamical systems, stochastic processes and control.
๐งญ Those broader foundations feed modern robotics and control systems, signal processing, telecommunications, image analysis and computational modelling.
His research culminated in The Analogue of the Group Algebra for Topological Semigroups.
The world noticed:
๐ in 1988 he was elected a Fellow of TWAS - The World Academy of Sciences.
He became Professor, Chair of Mathematics and Dean of Science at the University of Zimbabwe, later serving as Minister of Science & Technology Development.
A Zimbabwean wasn't merely solving equations.
He was helping expand the mathematical territory in which equations could be solved. ๐ฟ๐ผ
THE ZIMBABWEAN MATHEMATICIAN WHO TOOK ON A 2,000 YEAR PROBLEM ๐ฟ๐ผ
His name was Temba Shonhiwa - born in Chinhoyi in rural Zimbabwe.
In 1999, he published โA Generalization of the Euler and Jordan Totient Functions.โ
He wasn't merely studying great mathematics.
He was extending it.
Euler developed ฯ(n).
Jordan generalised Euler.
Shonhiwa asked:
Can the generalisation itself be generalised?
And did the mathematics.
His research also used Mรถbius inversion, extended number-theoretic ideas associated with Cesร ro, explored GCD and LCM functions, integer partitions and relatively prime sets.
And he wasn't done.
Then he went after one of mathematics' oldest obsessions:
prime numbers.
In Discrete Mathematics, Shonhiwa published research on prime-detecting congruences - developing families of congruences capable of characterising when certain integers are prime.
The intellectual lineage is remarkable:
EUCLID โ EULER โ MรBIUS โ JORDAN โ CESรRO โ GOULD โ SHONHIWA ๐ฟ๐ผ
Born in Chinhoyi in 1958, Shonhiwa studied mathematics at the University of Zimbabwe, earned his PhD in Pure Mathematics at West Virginia University under Henry W. Gould, and later taught at UZ, the University of Swaziland and Wits.
He died in 2009, aged only 51.
His significance isn't that he was "Zimbabwe's Euler."
He wasn't.
It's that a mathematician from Chinhoyi entered a centuries-old conversation involving some of history's greatest mathematical minds โ
and added new mathematics to it.
๐ฟ๐ผ Zimbabwe didn't just learn the mathematics.
Zimbabwe helped push it forward.
Tom Mboya was lucid, pragmatic, and eloquent. His concerns still ring true to this day. If these ideas were implemented, Kenya would easily take off economically.
They saw it happen.
They heard it happen.
And they still didnโt move an inch ๐
Itโs crazy how people turn into spectators when things get real.
Watch till the end and tell me , would you be the one to act, or would you be part of the crowd?
WATCH | Andrew Pasinawako, leader of the Zimbabwe Anti-Presidential Insult group, has criticised the slow progress in rehabilitating the BulawayoโVictoria Falls Road.