Dulu saya pernah membahas perihal “Kecap Manis” fenomena Go-Jek disini. Namun waktu itu seputar core business mereka yakni ride-hailing. Seiring dengan berjalannya waktu, Go-Jek bermetamorfosis begitu cepat menjadi “super-app” yang memberikan turunan/derivatif layanan tak hanya ride, namun juga food delivery hingga pembayaran tagihan dan tentu saja “the killer feature”, Go-Pay. Langkah akusisi dan tambahan investasi pun gencar dilakukan.
Jika di China layanan super-app seperti ini berawal dari aplikasi chatting (WeChat) dan atau layanan ecommerce (Alibaba) dan Flipkart (India), di Indonesia lain cerita. Bila dengan aplikasi chatting maupun ecommerce, Customer bisa memanfaatkan layanan secara langsung tanpa perantara, kecuali jasa kurir jika…
Kurang lebih setahun pandemi mendera. Banyak bisnis terdampak, perjalanan wisata yang nyata sekali damage-nya. Online Travel Agent (OTA) tentu salah satu di antaranya, di samping pengelola objek wisata, perhotelan, pengelola jasa angkutan dan aneka usaha yang menyertainya (kuliner, kerajinan cinderamata dan seterusnya).
Kehadiran yang begitu tak terduga dan begitu cepat meluas, tak khayal membuat semua pihak di atas tergopoh-gopoh melakukan antisipasi. Di awal cerita banyak pihak yang denial akan bahaya meng-global-nya ancaman Covid-19 ini, termasuk pemerintah yang waktu itu justru memberikan subsidi untuk perjalanan wisata. Setelah berjalan beberapa bulan, ada yang hanya menunggu dan berharap gelombang pandemi ini segera menyusut…
SOM -> SAM -> TAM. Remember, it’s all about logic of investment!
“A tensor can be represented as an organized multidimensional array of numerical values.”
“A tensor is a generalization of vectors and matrices to potentially higher dimensions. Internally, TensorFlow represents tensors as n-dimensional arrays of base datatypes.”
So, basically a tensor is generalization of a matrix that can represents an n-dimensional object.
“The order (also degree or rank) of a tensor is the dimensionality of the array needed to represent it, or equivalently, the number of indices needed to label a component of that array.”
On the other hand, rank of a tf.Tensor(tensor in TensorFlow)object…
Maxwell’s Equations
are conclusions of experimental observations. The first equation shows the reality of never observing a single magnetic pole. The second one is a differential form of Faraday’s electromagnetic law. The third is Gauss’s law that derived from Coulomb’s law. The last one states the expansion of Ampere’s law (Reitz, 1979).
Electromagnetic field vectors E and B if written in potential scalar and vector will be
Préambule
Marketing/Sales team -> Marketing/Sales Funnels
A Préambule
Maxwell’s equations are derived based on the experimental results, apparently having far-reaching implications in mathematical studies. It’s impossible to understand modern theoretical physics without Maxwell’s equations. Maxwell’s equations proved to be the source of ideas of some good physical and mathematical conclusions, and at the same time formed the basis for many applications of electromagnetic theory.
The most notable feature of Maxwell’s equations in physics is that they can represent a very wide range of physical phenomena, similar to Newton’s equations.
The uniqueness of Maxwell’s equations lies in the fact that this equation has many marvellous symmetries. There aren’t basic…
18 years a go, I just finished my study @ Theoretical Physics Department, Brawijaya University. My Bachelor of Science thesis is “Generalisasi Persamaan Maxwell Dalam Medan Gauge Non-Abelian dan Analognya Pada Relativitas Umum”, Generalisation of Maxwell’s Equations in Non-Abelian Gauge Field and Their Analogies in General Relativity.
There are two major streams to explain Theory of Everything, Standard Model and String Theory. This theoretical research is a journey to unite all forces in universe into a generalisation theory that can can explain anything of everything in path of Standard Model. …
Road to become a great Product Manager
There are so many criteria to become a good Product Manager that you can read from many articles. You have to become a little CEO, a good communicator, a collaborator, a gap eliminator, a good data interpreter, a nice storyteller, or event a psychic.
And I assume, you already know this intersection:
Rabu pagi, 5 Juli 2017, seorang kolega mengabarkan adanya undangan dari Google untuk mengikuti Mobile Hackathon yang akan diadakan mulai esok hari, 6 dan 7 Juli 2017. Google hanya mengundang beberapa startup dan perusahaan terkemuka di Jakarta untuk mengirimkan tim mereka. Mereka adalah BCA, Bukalapak, Kompas, Tokopedia, Traveloka, Jd.id, Viva, Blibli, Elevenia dan kami, Tiket.com.
Kami sempat mengira kalau hackathon kali ini lebih mengarah pada pembuatan mobile apps, maka tak hayal tim yang hendak dibentuk adalah dari engineer iOS dan Android. Kemudian datanglah pemberitahuan kalau teknologi mobile yang hendak diimplementasikan adalah Progressive Web Apps (PWA) dan Accelerated Mobile Pages (AMP).
Handaru Sakti
I’m a product-market fit builder | ex-Samsung R&D Institute Indonesia | ex-Tiket.com | ex-Tokopedia
